{"id":1150,"date":"2023-03-18T01:17:00","date_gmt":"2023-03-18T01:17:00","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=1150"},"modified":"2024-06-24T14:56:55","modified_gmt":"2024-06-24T14:56:55","slug":"chapter-3-motion-in-a-straight-line","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-3-motion-in-a-straight-line\/","title":{"rendered":"Chapter 3 motion in a straight line"},"content":{"rendered":"\r\n<h1 style=\"text-align: right;\"><strong>\u00a0 \u00a0Chapter\u20133: Motion in a Straight Line\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <a href=\"https:\/\/vartmaaninstitutesirsa.com\/\">vartmaaninstitutesirsa.com<\/a><\/strong><\/h1>\r\n<h3>to download pdf notes of motion in a straight line click on the link given on the end of the chapter\u00a0<\/h3>\r\n\r\n\r\n\r\n<p>Frame of reference, Motion in a straight line: Position-time graph, speed and velocity.<\/p>\r\n\r\n\r\n\r\n<p>Elementary concepts of differentiation and integration for describing motion, uniform and non uniform motion, average speed and instantaneous velocity, uniformly accelerated motion, velocity \u2013 time and position-time graphs.<\/p>\r\n\r\n\r\n\r\n<p>Relations for uniformly accelerated motion (graphical treatment).<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal; font-size: 20pt;\"><strong><span style=\"font-family: 'Times New Roman'; font-size: 18pt; color: #00b050;\">SANDEEP SONI\u2019S PHYSICS COMPETITION CLASSES<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; font-size: 9.33pt; color: #00b050;\"><sub>\u00a0\u00a0<\/sub><\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #00b050;\">(10+1,10+2, IIT-JEE<\/span><\/strong><span style=\"font-family: 'Times New Roman'; color: #00b050;\">(Main &amp; Advance),<\/span><strong><span style=\"font-family: 'Times New Roman'; color: #00b050;\">NEET, B.Sc.\u00a0<\/span><\/strong><span style=\"font-family: 'Times New Roman'; color: #00b050;\">Agriculture,\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman'; color: #00b050;\">NDA)\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: normal;\"><span style=\"height: 0pt; display: block; position: absolute; z-index: -65537;\"><img fetchpriority=\"high\" decoding=\"async\" style=\"margin: 0 0 0 auto; display: block;\" 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\" alt=\"\" width=\"408\" height=\"520\" \/><\/span><span style=\"font-family: 'Times New Roman'; color: #00b050;\">OPP: JHUNTHARA DHARAMSHALA NEAR SURKHAB CHOWK, HISSAR ROAD SIRSA\u00a0<\/span><span style=\"color: #00b050;\">\u00a0<\/span><span style=\"color: #00b050;\">PH-\u00a0<\/span><strong><span style=\"color: #00b050;\">94676-12340,\u00a0<\/span><\/strong><span style=\"color: #00b050;\">\u00a0\u00a0\u00a0<\/span><span style=\"color: #00b050;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><\/p>\r\n\r\n\r\n\r\n<div>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt; text-align: center;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">Unit -2 (a)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">MOTION IN A STRAIGHT LINE<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">In daily life we observe that some substances are in rest &amp; some are in motion. Study of Motion of objects is very important in physics.<\/span><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\r\n<li style=\"margin-top: 5pt; margin-left: 33.5pt; margin-bottom: 3pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; font-style: italic; text-decoration: underline; color: #c00000;\"><span style=\"font-style: normal;\">Mechanics:-<\/span><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Mechanics is that branch of physics which deals with the motion of objects and the equilibrium of the object under many forces<\/span><\/em><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">Statics:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">It deals with the objects which are at rest or we can say that it deals with the object which is under equilibrium under many force<\/span><\/em><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">Kinematics:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">It deals with the motion of object without considering the cause of motion<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">Dynamics:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">It deals with the motion of object along with the cause of motion of object.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">2. REST AND MOTION:-<\/span><\/strong><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">REST:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If an object does not change its position of rest with respect to surrounding than it is called in rest.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">E.g.:- a book placed on the table.<\/span><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">Motion:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If an object changes its position w.r.t to surrounding than it is called in motion.\u00a0<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">E g,<\/span><span style=\"font-family: 'Times New Roman';\">A moving car on the road etc.<\/span><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">Rest &amp; motion are relative terms explain\u00a0<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Sometimes we see that objects are in rest but actually they are in motion like a person sitting <\/span><span style=\"font-family: 'Times New Roman';\">in train see that another persons are in rest but they are in motion.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Similarly sometimes we see that objects are in motion but they found in rest, like a person in vehicle see that trees are moving but actually they are in rest.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence we cannot say that a object is in rest or in motion. These are relative term.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">3 THE CONCEPT OF A POINT OBJECT:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When we study motion of an object in physics than the shape &amp; size of the object does not matter. They can be neglected. Also the size of object may also be negligibly small.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I.e. a study of motion of bus on the road, Here size of bus can be taken as a point w.r.t the length of road. Hence in mechanics a particle or a body is a point, of negligible dimensions<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">4<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">. Motion in one, two &amp; three dimensions:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">&#8211;<\/span><\/strong><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">ONE DIMENSION MOTION:\u00a0<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A particle moving along a straight line or path is said to be posses\u2019 one dimensional motion<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I,e\u00a0 Only one co- ordinate axis changes w.r.t time. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">E.g.-<\/span><span style=\"font-family: 'Times New Roman';\">Motion of train on straight track, motion of bus on straight road etc.\u00a0<\/span><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">TWO DIMENSIONAL MOTIONS:-\u00a0<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A particle moving in a plane is said to be passes two dimensional motion I.e. only two co-ordinate axis changes w.r.t time<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.- Motion of insect on the floor, motion of earth around the sun.<\/span><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.44pt; margin-bottom: 3pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt; color: #17365d;\"><strong><span style=\"font-family: 'Times New Roman';\">THREE DIMENSIONAL MOTIONS:-<\/span><\/strong><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A particle moving in space is said to be passes three dimensional motion<\/span><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0I.e. all the three co- ordinate axis changes with respect to time <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">e.g.-<\/span><span style=\"font-family: 'Times New Roman';\">A bird, an aero plane flying in the sky etc.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">5. Frame of reference:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The fixed point or place with respect to which the position, velocity or acceleration of an object is measured is called frame of reference.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"190\" height=\"169\" \/><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Cartesian co-ordinate system:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Draw two mutually perpendicular line OX &amp; OY <\/span><span style=\"font-family: 'Times New Roman';\">meeting at a point O. Here O is called origin &amp;<\/span><span style=\"font-family: 'Times New Roman';\">OX &amp; OY called co-ordinate axis. And the region <\/span><span style=\"font-family: 'Times New Roman';\">covered by OX &amp; OY is a plane. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">This system is <\/span><span style=\"font-family: 'Times New Roman';\">called Cartesian co-ordinate system. Similarly by drawing three mutually perpendicular axes we can study space.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Cartesian co-ordinate system are of two types:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(1)- Inertial frame of reference which is either at rest or moving with uniform velocity is called inertial frame of reference. It obeys Newton\u2019s law of motion.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(2)- Non inertial frame of reference:- Any accelerated frame of reference is called non inertial frame of reference. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It does not obey Newton\u2019s law of motion. Earth is a non inertial frame of reference.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #c00000;\">6. TYPES OF MOTION:-<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">A body can have three type of motion:-<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(i)-<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Translational motion:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If line joining the two points remains parallel to itself throughout the motion is called translational motion.\u00a0<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">e.g.<\/span><\/em><em><span style=\"font-family: 'Times New Roman';\">A bus moving on straight road<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(ii)- Rational motion:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If a body moving around a fixed axis is called rotational motion.\u00a0<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">E.g. <\/span><\/em><em><span style=\"font-family: 'Times New Roman';\">Motion of earth around sun etc.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(iii<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">)-\u00a0<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Vibration motion:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">If a body moves to &amp; fro about a mean position after a regular interval of time is called Vibration motion<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">E.g.- Motion of pendulum.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">7. DISTANCE AND DISPLACEMENT:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">DISTANCE:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The length or actual path followed by an object between two points in a given interval of time is called distance.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">DISPLACEMENT:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The straight line path between any two objects is called displacement.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">*<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Give any five differences between distance and displacement\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Distance<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">1<\/span><span style=\"font-family: 'Times New Roman';\">Distance is actual path followed by an object between two points.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">2<\/span><span style=\"font-family: 'Times New Roman';\">It is a scalar quantity<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">3<\/span><span style=\"font-family: 'Times New Roman';\">It is always +ve<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">4<\/span><span style=\"font-family: 'Times New Roman';\">It may be equal to or Greater than displacement<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">5<\/span><span style=\"font-family: 'Times New Roman';\">Distance per unit time is speed.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Displacement<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">1<\/span><span style=\"font-family: 'Times New Roman';\">Displacement is the straight line distance followed by the object.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">2<\/span><span style=\"font-family: 'Times New Roman';\">It is a vector quantity.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">3<\/span><span style=\"font-family: 'Times New Roman';\">It may be +ve, -ve or zero.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">4<\/span><span style=\"font-family: 'Times New Roman';\">Displacement may be equal to or smaller than distance<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">5<\/span><span style=\"font-family: 'Times New Roman';\">Displacement per unit time is velocity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 1: A person moves on a semi-circular track of radius 40.0 m during a morning walk. <\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">If he starts at one end of the track and reaches at the other end, find the distance covered and the displacement of the person.\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Solution :<\/span><span style=\"font-family: 'Times New Roman';\">The distance covered by the person equals the length of the track.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is equal to\u00a0<\/span><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"234\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The displacement is equal to the diameter of the semi-circular track joining the two ends.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"160\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"178\" height=\"87\" \/><strong>2: Find the distance and displacement of a particle travelling from one point to another, say from pt. A to B, in a given path.\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol: Total distance travelled<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">= 10+50+40+55+ (40 &#8211; 10) = 185 m<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Total Displacement<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">= 50 + 55 =105 m<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">8. SPEED AND VELOCITY:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a) Speed:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The distance travelled by the body per unit time is called speed<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Speed=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"119\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Unit of speed:- m\/s in\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">S.I,<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">\u00a0in c,g,s system cm\/sec.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">*speed is a scalar quantity. It may be +ve or zero<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Types of speed<\/span><\/strong><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.7pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"color: #17365d;\">Uniform Speed:-<\/span><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-left: 32.2pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">A particle or body is said to be moving with uniform speed if it cover equal distance in equal interval of time. Sometime it is called constant speed.<\/span><\/em><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\r\n<li style=\"margin-left: 29.7pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"color: #17365d;\">Variable velocity<\/span>:-<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-left: 32.2pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Particle or body is said to be moving with variable speed if it cover unequal <\/span><\/em><em><span style=\"font-family: 'Times New Roman';\">distance in equal interval of time or equal distance in unequal interval of time.<\/span><\/em><\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"1\">\r\n<li style=\"margin-left: 29.7pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold;\"><span style=\"color: #17365d;\">Average speed:-<\/span><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-left: 32.2pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Average speed of a body is defined as the ratio of <\/span><\/em><em><span style=\"font-family: 'Times New Roman';\">total distance travelled by the body to the total time taken<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>av<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"147\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">*It may be noted that particle may or may not have speed equal to average speed at any instant.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">*Speed is equal to average speed only when particle moves with uniform speed.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 3:<\/span><\/strong><strong>\u00a0A man walks at a speed of 6 km\/hr for 1 km and 8 km\/hr for the next 1 km. <\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>What is his average speed for the walk of 2 km ?\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Solution :\u00a0 Distance travelled is 2 km.\u00a0\u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Time taken <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIEAAAApCAYAAAAS70rTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAeQSURBVHhe7ZxXqBQ9FMevKIIi9o5YH2ygIgqKqCiKBXsBC3YsKCh2xfagKNgf7B17wd472OuDDbErduy9ez5\/h8lluO7l272b3Zld5weDSWa8TDL\/nCTnJJsiAf88gQgCAhEEeCSC+\/fvS6tWraRWrVry\/ft3pzSgV69e2iY3btxwSuKDVRFcvnxZqlWrJs+fP3dK0mfSpEnSsGFDJ5e8fP36VebMmSODBg1yStKHj5+SkiIfPnxwSuKDFRE8efJEK9mkSROtRDgiaN68uUyfPt3JJR+\/fv2SjRs3SqdOnaRo0aLSr18\/5076LF68WDtRvLEigqtXr8r79+\/l3r17YYsgd+7ccurUKU1v2LBBli9fLidOnJCfP3\/K+vXr5cqVK3rv1q1bsnr1avn48aPmr1+\/rs\/ynJ9BBMeOHdN0ixYtwhJB586dZcSIEZrev3+\/1pMLDhw4IDt37tT0u3fvZM2aNXL37l3Nv3z5Utvo6dOnmo8Uq8NBuCK4du2aPvf27VvNDx8+XMqUKaOVmzlzphw+fFiqV68uS5culYEDB0qFChWka9euMmHCBG2kPHnySM+ePfX\/JgLhiiBXrlyye\/duTd+5c0fb6Pjx41rXx48fS86cOeXmzZtqXdq0aaP5M2fO6P1GjRrp8xnpHJ6IYNasWVK+fHlN79q1SwYMGCDfvn3TPCxZskQKFCgghw4d0vy4ceMke\/bscvbsWc0jiA4dOmg6EQhHBEyWabtnz57Jq1evpHbt2vLo0SO9x4elg2TNmlUmT56sZVhKnp8xY4b8\/v1bLl26lFgi6Nixo1SsWFFq1Kghffr00Uq4oee3a9fOyYm0b99ehWAoVqyYXLhwwcn5n3BEsGrVKm075lXZsmXTCaWbzZs3S+HChZ2cqJWsUqWKDjvQt29fad26taYjxRMRZMmSRbZs2SIHDx7U9I8fP5w7ohaBv8E8w8Az58+fd3IimTJlks+fPzs5\/xOOCPiIXbp00Y9P\/ZkLuSlXrpx2GANDwsiRI52cqGU9cuSIk4uMuIuAMc39DBPEhw8fploDTCFjncGYOeNPoEeQpwfMmzdPy\/xOOCKgTkzuoEGDBrJs2TJNG7jv7hjkzcQTyNOme\/bscUrCx4oI+ECscZmg8DJM4Nwf1s3KlSulXr16Tk5kzJgxataYAAIrBfcyae7cudK2bVsnJ\/L69WudL7Rs2dIp8S+8K\/Ma3pd2OXnypM7k08Kkj2foAIC\/hXz9+vVTn2eZaaAjcd\/taKPN8LuE+vv\/h1VLEJCYBCIICEQQEIgg4A+BCAKiFwHLFJw\/Xl22WLRokTx48MDJRU+od43XRQwiEqIWAUELfP0ZuVjm5M+fP+S9cC9b4IXEeWWLUO+a3rVjxw5dQtapUyfk\/UivSJ1Gng4H+\/btUz+BH7AtglDg+sb3j9MHDyF+AANh5ClTpji5+OKpCDBdhI\/9QDxEkDdvXg0EAY4eooYG4iMmfB5vPBVBpUqV5MWLF+oCzpEjh5Z1795dY+jTpk3TMCqhY\/zkxNfpPUQYY0E8RNC7d2\/1piIA6jd\/\/nwtJ3ZiBMHwSgDt06dP2g54RrEcRBfxCGItiKPQTuy7sIFnIsBFWrBgQdm2bdtfZrBp06ayd+9eTQ8ePFhNJdAgZiNKRsGVjWs17VWkSBGNS6Qtt7l5pX\/\/\/qnxgfHjx+vuKiA+QuiYyODChQu1zMC8yVgPnjl37pymsaIXL17UdLTETATsBKIns78uFHzYoUOH6r9sKjHQS\/Lly6dpLESJEiW0V0DJkiVTN6JkFKKURNzSXkQqixcv\/ld52mheNGTOnFm+fPmiaepprN\/s2bNV7AjD3SGoP3sIgPdmEg3sQSxUqJCmbRATETDbJaCBqU8PejUiAaKGbJ0iPIw5rFy5spazu6ZmzZqaBhoNE0gPtU28hoNRo0bpRhomiRMnTlTLRJiY5SmBJIaCtWvXqqVkCDSBNTaYMHwCwbmqVatqB7LRFtZFsG7dOu1R7p1CiUA8ROBXrIqADRHMgM24lUgEIrAEphqnB1utmcWPHj1aevTokRBWIRCBJVjCIQK2hRsaN26sO4f9TiACS3Tr1k1F4AYXpnu7mIHnorlsw4w7lmcZmjVrFrIeNq5osdqabB7lpdwbRzdt2qT+gAD\/YlUELHfYL7h9+3anRHSdy5IxwL\/Yt6t\/YE6ASzTcj8\/hk0TYOBoLcB5xmsjLQFpMRBApDB84Sf5Vtm7dqjEFr\/CFCDhcSViZ080cxwImaZxjwItIb7l9+\/Zfp3KSBQ6VUD\/qbjyAps64jt+8eaPpWOELEeCjZ\/hgv72Z7S5YsEBWrFihBzdwow4ZMiQm7mKvwQoycWZnE2ctTf2JubCiwAN7+vRpPXAaK3whAk4ZmyAR5\/AMU6dOlbFjxzq55IT4iBkKiQnUrVtX01C2bFk9wR1rPBcBp2nML5awVjdBEihdunRS9n43WDsTOeS0tjvqSoeIpe\/C4LkIOLpmzs8RtiVqyGYKNlFwcjnZKVWqVOqPSwwbNkwjjUePHtXja+H8poENPBcBGybcamcSBJTx6yfJDH4VzisamB+Y3ytiQhyfmIvIfw7IJhRIaxB0AAAAAElFTkSuQmCC\" alt=\"\" width=\"129\" height=\"41\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"159\" height=\"45\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Average speed <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"97\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"194\" height=\"33\" \/>.<\/p>\r\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"1\">\r\n<li style=\"margin-top: 5pt; margin-left: 29.7pt; margin-bottom: 3pt; line-height: 115%; padding-left: 2.5pt; font-family: 'Times New Roman'; font-size: 14pt; font-weight: bold; color: #17365d;\">Instantaneous speed:-<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The speed of an object at any instant of time is called instantaneous speed<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">To calculate Instantaneous we have to make \u2206x as small as possible so that the speed of the body does not change during interval.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence <\/span><span style=\"font-family: 'Times New Roman';\">V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>ins<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0= Lim<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(B) Velocity:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The displacement of a particle or body per unit time is called velocity of the body<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"125\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Velocity is a vector quantity. It can be +ve, -ve &amp; zero.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Types of velocity:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(1)- Uniform velocity (ii) variable velocity (iii) Average velocity (iv) Instantaneous Velocity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">* All these velocities can be defined by types of speed by only replacing speed by velocity &amp; distance by displacement.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Difference between speed &amp; velocity:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">S<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">peed<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is the ratio of distance to the time.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a scalar quantity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It may be +ve or zero.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It has only magnitude.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Speed may be equal to or greater than velocity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">V<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">elocity<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is the ratio of displacement to the time.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a vector quantity.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It may be +ve,-ve or zero<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It has both magnitude &amp; direction.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Velocity may be equal to or smaller than speed<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION\u00a0<\/span><\/strong><strong>4: If a train moves from station A to B with a constant speed v =40 km\/h and returns back to the initial point A with a constant speed V2=30 km\/h, then calculate the average speed and average velocity.<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol: Average speed is distance covered divided by time taken.<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Distance is length of the path travelled. Average velocity is displacement divided by time taken. Displacement is the vector from initial point to final point.<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Let the distance AB = s,<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Time taken by train from A to B<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"67\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Time taken by train From B to A,<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"315\" height=\"44\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"112\" height=\"47\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 5:<\/span><\/strong><strong>\u00a0The distance travelled by a particle in time t is given by\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGsAAAAYCAYAAAD9CQNjAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVhSURBVGhD7ZlbSFVNFMfNNIPUConSl7yjlY8VpD2YN1AUTPFJ8IKUGEVCEYKKpg9BEJHxgYgieEf5QEQTxQcTJdRQy7DSCjEQDQ3vd9f3\/deZOcd9zj7HcwrNE\/5ghbPOzOzZ85+9Zs1kQ4dYBdvb2\/8eimUlHIplRRyK9QdZX1+nt2\/f0suXL+nOnTuUmZlJr169oo2NDVFDyV8l1rdv32hra0uU9p6PHz\/+1vPu3r1LNjY29OjRI2poaKCzZ89yGaKp8VeI9ePHD4qOjqaoqCiamZkRXh1TU1M0OTnJK9kcUA\/19e39+\/c8wZKCggKys7Ojmpoa4bGMFy9e0K1bt0SJKCsri8WCqWH1Yk1PT9OZM2eopKREeDS8fv2aEhISyMHBgS5evMgTYGtrS9evX+cv0BQITXLS1GwnS0tL5O7ubvRrsITbt29z\/48fPxYeJVYt1ubmJrm6ulJeXp7w6JAT++bNGy5\/+fJF6\/Px8WGfMUyJdf78eVFLx8rKCv9WX18vPIakpqZSREQEdXV1CY+S79+\/k5OTE12+fJn7U8OqxaqqqqJTp06p7huYvICAALyg8OgEhJlCivXu3TsD+\/z5s6ilpLy8nM6dOydKhpw4cYL7XFtbEx4dCwsL5ObmxkItLi4KryFGxRoeHmYzpvJBAC+PvUqNiYkJmp2dFSUNUihs5KaQYlkCnoU2TU1NwqMjNzdX+2w5rxJkfhApJiZm1z1VIRZUP3nyJB09epQ8PDzI29ubH4C4j5Bz0MDYBgYGRMk0+PrkhD158kR41fkVsQDaINRJENocHR3pyJEj2mfDMJ+SmzdvUkhIiGJ+PT09aXl5WZR0KMRKSkrizmJjY4WHKDw8nOLi4kRpd1AfYptjhYWFopXlWDqhcuEhNO6G7Lu1tZWTEvwNe\/DggclUPTg4mC5duiRKOpAAoX1iYqLwaEAWKfvWN7VwqRArNDSUK+LF5ufnhfdgUlxczGmzOVRWVvJ7mSOUJCwsTLu6kRTga0AfFy5cMBplHj58aLBvYY+TAnz48EF4NSBkYq9TMzUUYrW0tGg7hlVUVKCC+PVgYa5YmCC8S1pamvD8Gs+ePdPOS0dHh\/AqURMLZzHZzlTyYA4KsUB1dTW5uLhoH4CrEEvA4RHnGHNMPwGwBIiFUGoKnMGQDsfHxwuPBkQNcw\/Ikp0L+enTp8KrBGctfbFu3LjBbZAL\/O7tilYs3ALIzA+TiAQDD3F2dmafudy7d48CAwPNsrKyMtHKcvr7+3l8xu7REKq8vLzI19eXbzDwfrCvX79yut\/e3i5qGpKTk0P5+fmipAEhS4rV3NwsvEquXbvGB\/CdnD59mttkZ2cLz6+jFQsdFhUVsRNgwPCZOjv8aTC+zs5OUVJy\/\/59\/t2YDQ0Ncb2xsTFKT0\/niCKRCdCnT5+EhyglJYXbYfLV9nOZbWLfl+DLls+rra1ln6lFogYWXV9fH42MjCjFwoobHBzkdBirEr6dL3HQwPiQfeqDyGBvb6+dKDVDGAbd3d1czsjI4DIICgpi37FjxzgzxhUVyleuXKHR0VFRS8nPnz+5TmNjo\/AQJyjHjx9nv5+fH48Vf4+Pj4sauzM3N8dtEIm0Yj1\/\/pySk5Pp6tWrbIi\/8qrmoFJaWsp7gT6rq6vU09Nj0mTIx2SgjOuonUBwfFn4rbe3l89MpsBYkKLrZ4ptbW18jsKc4nBs6T6NcSI5wtnQIMGwJjAxWHX6+8t+I8dRV1cnPHuDVYsFcK2EFB7\/H\/SnwL4eGRkpSnuH1YsFsOH7+\/tzqMGl6H6B\/Rz7Gm469oO\/QiyJ2n3aXoKjwH7CYv3\/z+ihWYNt\/\/Mf272n8i6+irAAAAAASUVORK5CYII=\" alt=\"\" width=\"107\" height=\"24\" \/><strong>Find <\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(a) the average speed of the particle during the time 0 to 5.0 s,<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(b) the instantaneous speed at t = 5.0 s.\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Solution :\u00a0 (a)\u00a0 The distance travelled during time 0 to 5.0 s is<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"217\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">The average speed during this time is<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" 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33kmkhFJOFhGmYRkJawNDKOuXGekgs6cGJgYJAYcU8IFuw5JSThlmOmhXwzMLiQoIRgYGBgcBbp0v0P\/iCRddFPY5YAAAAASUVORK5CYII=\" alt=\"\" width=\"260\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">At\u00a0 t = 5.0 s the speed is<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"281\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 6:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">A table clock has its minute hand 4.0 cm long.\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">Find the <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">average velocity of the tip of the minute hand<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(a) between 6.00 a.m. <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">To 6.30 a.m. <\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">And<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">(b) between 6.00 a.m.<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">to 6.30 p.m.\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Solution :<\/span><span style=\"font-family: 'Times New Roman';\">At 6.00 a.m. the tip of the minute hand is at 12 mark and at 6.30 a.m. or 6.30 p.m. it is 180\u00b0 away. <\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Thus, the straight line distance between the initial and final position of the tip is equal to the diameter of the clock.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"366\" height=\"24\" \/><\/p>\r\n<ol>\r\n<li>The time taken from 6.00 a.m. to 6.30 a.m. is 30 minutes = 1800 s.<\/li>\r\n<li>The average velocity is<\/li>\r\n<\/ol>\r\n<p><img loading=\"lazy\" decoding=\"async\" style=\"font-size: 14pt; font-style: inherit; font-weight: inherit;\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWoAAAAiCAYAAAB2pJNWAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABQPSURBVHhe7d0DlCRJFwXgPmvbtq3ZnbVt2zZnbdu2bdu2bdvejT1fTEX\/sfVn1XT1dE\/Xduc9J89MoqoiIyPve+++F9EtoUSJEiVKNDVKoi5RokSJJkePJOq\/\/vorfPjhh+H9998Pv\/zyS+Vox+Krr74K7733Xvy3RIkSJfoHPZKo\/\/jjj3DYYYeFKaaYIrz88suVoyHcf\/\/94fjjjw+\/\/vpr5Uj78Pfff4cHHnggzDDDDOHoo4+uHC3Rmfj999\/DCy+8EO64445w++23x+fKINfCO++8E6+76667whdffFE5WqJEc6LHSh8PPvhgmGyyycJPP\/1UORLCCSecEHbfffe6L3hb8d1330WivuqqqypHug8YuhdffDH8+eeflSNdi59\/\/jlsueWWYZdddglPP\/10uOeee8Lcc88djXERnF9zzTXDQw89FC655JIw00wzhTfeeKNytkSJ5kOPJWov8dprr13Z64vffvstbh2B1157LYwzzjhR\/uhuuOWWW8Jiiy0WCbIZcOONN4bRRx89fP7555UjIZx\/\/vmx\/7\/99tvKkb5gmGecccZwxRVXVI6EsPTSS4dNNtmksleiRPOhxxD1p59+Gg466KBw7LHHhkMOOSTMPPPM4bjjjovnfvzxx0jcSy65ZAyJE958882w\/\/77h5NOOin06dMn7LfffuGHH34It956a9hpp53C9ddfHz766KOw3XbbhRVWWCE88cQTlU+GcN5558XfyL3zr7\/+Ov7mkUceGY444ojYjrPPPrtytq+huPjii6P8ss8++4Qdd9wxfP\/99\/Gcf0855ZRw2mmnhW222SZ66sJ94ftuu+0WLr\/88vDxxx\/Hz6y00kqxLfZdu+KKK4Ynn3wyfk\/C66+\/Ho455ph4b0iKYfnmm2\/ClVdeGdZdd914748\/\/nj0PLfYYosoD\/CgL7jggjD11FOH+eefP7bn6quvrnxj1+Gaa64JI488cvjss88qR0Lsx7HGGis+2xyPPfZYGG644eL9J+y7777x2hIlmhU9gqglDnv16hXlDuT2zDPPhGGGGSY89dRTlStCJN2ppprqX3rlwgsvHENjoT4SOPzww+MLTv\/cY489IoEdeOCBkRQR9QILLBCJ2bbOOuuEnXfeufJNfZOLSyyxRCRUGrj9YYcdNlx22WXxPJLefPPN42\/wVHnipBjt5SkK5RGS67Rp0kknjUblueeei4S\/wQYbxLY8\/PDDYdFFFw2LL754JHAE7bPam3D33XfHY6+++mr8\/tVXXz3KBiQBZD3vvPNGEtcWhmDssccO1157bfws4vPbvGr90gzyByO20EILha222ir2iefLkFx44YWVK\/4HfdjS0hLefffdypEQzj333DDCCCOUWnWJpkWPIGoEuMMOO7R6twiJB5WH7rzllVde+V8eMC96uummi9fnhISgkOEiiyzS6vHygnmarhNe+\/+ll14azwGP3fcjRuCxDj300NHTB4ZCSF4kJ9Bfebm8eYZiwQUXDKeeemo85\/cYCcSLZIGRmG+++SKpuh8GggcPX375ZdRkkb22I1ye\/\/PPPx\/Pa\/tQQw0VtXpJUV75tNNOGx599NF4\/tlnnw0TTjhha7ubAZ7HySefHJZddtlw0UUXRQMzyyyzxMinGiKAaqImk5REXaKZ0e2JGhmNO+644b777ov7iGvTTTcNq666atwHXmrv3r1byS8BCfKAp5xyykiWicR56LzK2267Le4DQ7DWWmtFckOmI444YquMogRw9tlnj54buAZxI0i\/4Xt9lgdcDe0ff\/zxo7xCpiA95Lo3b5tRSJorokWkiaR8fvjhhw8vvfRS3NcPo446apRfyDA33XRTq7EB1SquJ9OAe\/T9Ses944wzorfeUVp+R4C3P8EEE\/yrFFI0MsYYY0TDlEOEMNhgg4W33nqrciSEE088MYw55piVvRIlmg\/dnqiRmkQT2QMheqkRj9Ced8sbc81EE00UryFLIFIElrxf8gINlB4NSrommWSSWIcNZBHf+cgjj8R9Htrkk08eP+\/7kMU000wTSdZ333vvvWHOOeeM0onfR6708b322it+3ud4rgjUbyIRbUvnePg+AzRXxJyMgn2k9cknn8R99zvxxBPHzzEYPEpliYnUeOHKElPEoA1LLbVU\/L+2khPIKtrpOzbaaKOYhHWO5NNZdeiNQAmkyCfXoz2\/UUYZJXrO7k07tdm+aMr5BIZ7vfXWq+yV6G7w\/L0fokKGmvOR3o\/\/Cro9UfP8aMfzzDNP2HbbbaMmvMwyy0SPkjQh3CVDINobbrgheqbIddZZZ40JKUm2M888MybVkBXQhFUU8FqRFTI7\/fTTWz1uCUufV\/5lM1BIF6QNnrHvk8CjYUs6InxeHfIn0yBGSUxk7DcRI+9bAlMkINGINIFXPNdcc7W2jQGirScCtc8o8KRp02+\/\/Xb8LmQsSlhllVXCddddF0kMSCaHHnpo\/L\/v9Hvbb7997Bef5fWPN954YbPNNovtaYbKD\/XTDKNEKM9flLHxxhtHAtb3DKhn7mV1nxKu7puBFf0wotXJ1hLdB0pJvVvkRc\/b+Cb\/ydH8V9Bi4Kr5TVvulRjkvLp0rn8ngnQVeKVIWY2t+6XHItmkSSI9XrKw3\/27b1IBb5QF5sHShwF5ITlE6jtovGpwE9EBsuC5GhTpOK9apYZkn+9gHBgGGjBog99nSLQzES94BkrQ3ANPOxkE4EEn\/Rjs+40EHjP5RgJUW2y8Ssck1vRN3nZtJO0kuAfXpXbyxN2b\/mom+YNBJcswgiIXbUxRByKXLE1elOP6UtXKOeecE883K4xHzygfD22BMeyZ5bJWM8F99cvIO28sGnP5GG0U+g9JJ6Qo2zjpKniHjdG8TLQeWpAvD44OKwHDu0qQMKKdOsfTEiL3dBj8wuycDEuU6AwwhN7N2WabLXzwwQeVo20Dw04CE7E1ExCU2aP4hBNUBNdIdi+33HIxWiULiv5S3qR\/IbKUv8irvgY0OL5yZ3IpbUGUPnhpMuHVVQ8gpHcuD497MmjF6nD1R3VflSjRkVDBMuigg0aZLa9S6Rd4kOQc760EdKPgvPHIa8G59kRT7mHDDTeMpbGJU4rA+3XPqdpKVMfoyCM0GlkkeFflmkiBqqR8d1fyGQOq0qitWnkkamH54IMPHvXTaugcVj1poj0drLoHbtCVRF2isyAfIJKVn2iEqBGohK+cigR4o0SNpE2YUpVURIp4QCkrXqhH5tWQy5En4Okr\/axF1OQO5afKX\/P3CzcNMsggrVP9SXkczH5tqY2+i0RI7jCrVv90lIfeHpirUD0zuh4iUXPDWSwyRw5Sh\/Uw8lKmEiVKdC4QpHBfNHvwwQc3RNRyHIhOWK8Msz0eNQJVXmomb07WjMCee+4ZZYNU4dRWMAApZyABXouo5W44jSZv5SCFDDTQQLGiiiesYmr55Zfv55ZySzlIuiqfFAXkkGyWLKcs8Lol0SUiET5it9SAiFoS0u+b8SvHwQhIYEuuq+U\/4IAD6lZDvfLKK7FEVE4qwT3JTaWCAcnurbfeOk7egkjUEg4I2Y8k6FhJM5MHBjS0R5KuLZuEnrbWgkSE7H65dd5WC6pZip5Z0eYFqBfWSmh6cbpyK3rpQR8U3VPRJuTuV3Rq8hSy1R+NEDUv3OQklUbIpL1EDcoXkTXvWTu8Y7vuumsk6Tx53R7UI2rvs3OWSsihpHXIIYeMFTuNghSEHBMkMlVCMToJnFJlsJLR7tez4sFLUIO2apflBtZYY41I8iq7HGNEkKtj5hg4Vo836e2eUx4xqMoyA1iS2\/iwfIO+lvCGSNTCDQ3PidoHuOdpttuAhI5lsdqysToiglowK09pTrl1zsbA1wLCKHpmRZtBXs\/g8rCKfn9AbtWTZxJUjRTdU9GGHJJnWQQenCRTCvGt1dIWoubB8fB4c8CjHmKIIdpN1ICsyCfazNNDHKp9+hf1iFpEUETUqrBMxKJxN6otq2RSfksZIHcwQhK0aYljfWdCmuRlMqLJSBrDgDi1y3IL6fkpKNDHJKrEQTRnhMvQFoETquKEMc5hiQfPXUSRoDIrTdSLRO0FUWvMQgAPoXfv3rF8rESJEgMGHCY18by6BPX3iajlRtLEphyIi0ySlg0AJIJYEDUS8cK3J6dCUyY5kCNqVWk0ivYQNY9Y8o3+3ihRK8O1+JmZxxxQ\/8\/7MS3UddRRR1WO\/D8SUWtfArmD8WDEEjxDz0EFXRE8J2v8VOvjtHNyCB1fTX911BWJmvWgybAMOoF3Y4A0U51siRLdHYjCOis8OWuz2LzwyMASBRYNKyqRVbrH86Wtps8pa0MsvERh+frrr98wwfE0Raw8aZsJWvW017aiHlGrLXYuhfwJkpGqRcgvHQ21zH6z3trxiajzuudE1LmEgjPJH0VELbFpsTDFGdXQrybhWS4Cka+22mrxntMzi0TtC5xA1CYOCANSWNAVIPa7+bZsZunV0g5LdC14BkXPrGizqFI96aOZQQ8uuqeizcvI6yqC+mL9kG\/eRZ4kScN+UU5AbX\/153h5iEVSyr7a4UagjWbJmoUqcUhbF9LT6vuXrOsRNXJyLi2nkECu4HEWrYjYv9COgQceOHq7tdARRE2OYohrzcFAyiInjrJ+Z3xJYRCJGkxpxuY8aRa9nvV1zo+aKm2hIaGacELY5dydd94ZB4r6R6AvKclp62Chi3sgbdlM86418JsVwhrJs3wRoe4IOmvRMyvabr755n4m2XII42sRuzFIT65nwMkBSSYognP1ch85zJ4ruqeiLS1V21bk0kcjyKWPRkGDNQWfLp+IQp\/y5umovOz+eefqETVDhIdUveTlfwycZGKR9NO\/MFN5pJFGip5uLg+ZYZxydB1B1EoMycvV41bfioqSAbRvPRKra0rmQitRC61oUZKK\/SIQ5CzxKKtvMJNNNI6EYtq1dSvSrCgdLyEibLL2Qom+NaCjjTZawy9fib5g+IXz1asdAsON3DgOMvQ0P+VVCQjcmi9kBmOSg5J7iAhIlOYFUZ6mZLXRWYEdiVpEzRFyrhZhtpeoEQ0dWJJYdJ0DgUiuJbJuxODkIM1Uk14ConRvFtRK66+kKg3PCsd0NDgIkn9pIpvfECVZMyc5l4xULaIWZSQYS76rmqhd6zkWPQ+fUfqXzyJVque7VZRAK1EnfazIyuXgPShjSd6ym3JDOj\/t22Q2ifQ63r7zvImeBAPZgK7WFb1cMtDtSe70ZPBukC\/91Qp4ZpnlUJFAJkiOhv5VzuUl58XYVw+LgJEOj22OOeYIe++9d7zeMWu4WM\/btTZelkx\/I95+R0ENLV3aeykczqtFeLscqyKvX2WBPnLeu5ne1bZAH0iY1Zs7QZ5AWK5tK5Atw8o44gZtYwzULVdLDjxZz8CqkCQQk19MDunMCSrW\/zAWJE1pxFbTNDPUPWq7caDNarMZbpxmUpDrk2RsvJBolEXa8mIM9dacs6KZiMamih3GSeme8WgBN4Y4RX2tRC1MpZH5sXogd8hqJvgc7zknI\/WcajDTokfCFautubmeAiGjUAdx6DMruxloLCWpKC1biix4fLLRHoprJDVogvqLB+ilUEeah4IGEOJynNUVmvXr2f3XYUAr3URYXqpqohZSG4s5gYj+kB3yUvqE4PM6YC+FUBuQ3vTTTx9fqgR96xn63QENEavxYlPxkXvPxpfj+ZhIcF36nK0r2l4Nhk4klLcrbY4XAak5T4NvxCi0F94fRo0UkkdZ\/p+3l3fs3XRdOuZZ+TxPPB3LnVmcydgUPa8EfOk544NqVaOVqNsKjC+7DIiCx2IRfZ2aGkFf8XK4QUTu+qIkSHcGfZR35q\/AeAAIV\/94ABIFKWxPK+oph2TB9SejRjNL+yQjiRQGEAxaEwNYYQbSxvtIf6Wlu6MWUZOU9JscibGnz0kkaZKE45JGeaKcbkz7RNI8JWtrMKoJ+pZH6wUqUaI94JRxXFNNdnvQMFHTUbjovBelMjQXa7sK0xTIp2u4\/jLVdKXOSAA0O1hRpVFJEkrgHdCq0tKarDCSSBl1xs81jJ++EwbyiGSAUzjKUvtjABK6PBWL2KgO6EotdUCiFlEzYOpvLUhkQoHJEcqhUr+kWW85USNlkxZUGgl\/nc+JmvctFG50ynSJEmBMytEZr0nGaA8aJmqeimmVEoZeAN6imkfWIoVmjtG8EXetzHx3B8\/ZbKjqUhwetOmjCDiB5idxIGwC2j4POSVz5A0srZo0SllmaxWcddZZccaevk6f7QmoRdT6Wr+lyMN1ytNUEBiHRR41aYNH7XyRR21cy773pP4t0XEgZfrDy9V14Y2iYaIu0TbQjHnOjBavN5WKSZ6QLHK9XqKIhpV0ON6gJFBKYLHI5A\/et2tU2UjKsND2Gc+c+Ls7ahG1vvVHfnOI7mjQkuDIViIrnwZNnvJdIJqRGMrXCDaNV3RDRilRolF4h0Vr\/euwlkTdSaDT00t5bCoVJP2AZqr0ixdN10e+Fr9SEgYIXKmOyoQEobykGILhqSOkXr16xdpjGXoZaYahp4DRs1aD2toc9GaSG8IFfStZqGqAMfPS6GtGzjl9LTeQFt5xTJmqkj7XyimY0adcrF4SqESJzkZJ1J0EVQb+\/BOdFMEiATBFlrYvDE9kQItONaM8Y9Ui+d\/wEzZZtIVO6npEhNiVmiER6yAkb7w7Q7mjEk9E628k0p\/lStJSkIhXzkRJJK1aZEL3l5FPoEObcae0yt\/O45Xn0Q1D2KdPn1gW5hyPu6gErkSJAYmSqDsRyDMRdI7qY8g3J9rq\/aLvcaz6uu4O98ozJn3kW5KIEhC6464t6n\/95rxwtKj\/fEa+xed7Uv+WaF60lChRokSJZkZLyz+bMrBcIHK11QAAAABJRU5ErkJggg==\" alt=\"\" width=\"362\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(b) The time taken from 6.00 a.m. to 6.30 p.m. is 12 hours and 30 minutes = 45000 s.<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"262\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"242\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">\u00a0QUESTION 7:<\/span><\/strong><strong>Consider a train moving from station A to B with a constant speed of 40 km\/h for half the time and <\/strong><strong>with constant speed of 30 km\/h for the next half time of that journey. Calculate the average speed of the whole journey.\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol:\u00a0 Let AB = s and T = Total time of journey.<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Distance travelled in first half time<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"9\" height=\"33\" \/>\u00a0is,<\/p>\r\n<img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"277\" height=\"36\" \/>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"69\" height=\"33\" \/>\u00a0 .<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Distance travelled in second half time is,<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"71\" height=\"43\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Or <img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"247\" height=\"34\" \/>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">or <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"280\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">9. DISPLACEMENT TIME GRAPH<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">For uniform motion displacement time graph or position time graph is a straight line making an angle O with X axis.<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Determination of velocity from position-time graph.<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"\" width=\"214\" height=\"236\" \/><span style=\"font-family: 'Times New Roman';\">Consider two points A &amp; B on the straight line the position<\/span><span style=\"font-family: 'Times New Roman';\">&amp; time corresponding to A &amp; B are (T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>1<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">, X<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>1<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">) &amp; (T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2,<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">x<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">) respectively.<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Now the displacement of the body co-responding to time interval (T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">-T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>1<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">) is (X<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">-X<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>1<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So, Velocity of the body=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"91\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">OR<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"172\" height=\"36\" \/><span style=\"font-family: 'Times New Roman';\">\u03b8<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0Represents the slop of the line.<\/span><\/p>\r\n<p style=\"margin-top: 6pt; margin-bottom: 6pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence <\/span><span style=\"font-family: 'Times New Roman';\">we can say that velocity of a body having uniform motion = Slope of the displacement <\/span><span style=\"font-family: 'Times New Roman';\">time graph<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 8:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">Two bodies having their displacement time graph as shown in fig. which one have larger velocity<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"163\" height=\"142\" \/><span style=\"font-family: 'Times New Roman';\">Ans:- Slope of B is greater so B have larger velocity.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong>Question9: A woman starts from her home at 9.00 a.m., walks with a speed of 5\u00a0<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"74\" height=\"24\" \/><strong>\u00a0on a straight road up to her office 2.5 km away, stays at the office up to 5.00 p.m. and returns home by an auto with a speed of<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"88\" height=\"24\" \/><strong>. Choose suitable scales and plot the x-t graph of the motion<\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong>Answer\u00a0<\/strong>\u00a0 Let <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"24\" \/>\u00a0=\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"67\" height=\"24\" \/>\u00a0\u00a0 <img loading=\"lazy\" decoding=\"async\" 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VU1Pr00GBAWwsapaRCVwygVxZUcFFseGkE2hpnT9++XE7PGLforC4GKXlVegSaa\/0mqpGA9raygLZI5Z9EtMuNzUfrKvLTbKYkMdWfDjnSifQyr58OFk8Qie3JlshakJV1fQO+EcD+uL5s+wmcs0KI6ZAU\/PBuoAm9vS4j4x0wy\/\/1N3llglgMf9f+Pc\/PsNnjD\/\/92xYR+uny31wn5FW6qEhU6Cp+eDRgA7w90dCvOGXf+oEWlYfiHVGj9DDzY8pJK2oq5re7WG6gCaLWUha1JGVRUyBpuaDRwOaTOSSY3IMLd1d7p4sGG87AZ+4N+x49s2zYLzKE3JXp0e6gC4tLcGVixfeqyxiCjQ1Hzwa0MnJyXB1ceYi2XDSCbRqoAhHPyX5wNT++yf\/gUXUzHe5nyUmwNHB\/r3Koqbmu7OysnDzuhkXyYaT7jG0sgf5OW3D2yHlokZUlnaO2AKpQm99Ht7GB+CqRyq0UvGrFGgpS4OflzeczS\/DK64A4hGPt3UB7XHfnX0soKvCaAtNzQeP1kJXlFfg9J9\/cJFsOOkEWt6WDOewRjXQik4En9sOl1gBtJlUoV9QjDchd\/DngxEJDqTdiPD3RaGgH4MthbC66YDabu2tlLqANjUxZlrpZ+9VFjEFmpoPHg1osix5755dXCQbTqO00F0I3bsREVVNCD23GbO3+KJT5zLukSmIlJBKJBjoqITVNXMUt4qhFLexlVDeJlL\/FyoVm0i\/ID\/\/PaD37tnJgP7utAxNU6Cp+eDRgCbesXULRCLDbtDQApqkDupoa0Nrayua6vJwee08zF13DZkl2ahoGBjR5SbSBlolqoH13qMILCiFjekNlLRJoJK0w9fbB2WtaqArKyvh7\/sQ1pY3tYAmkC9bvAhtbe06K4sCTc0HfwhocswsiW9DSgtoUfldbFmxBquXr8bqZasw\/+tZ+HrOAixbtAi2j5tGdLmJRrbQcrTXN6G7vQqWxtfVLfRgCx4wY+nqDnWSQJL2tLi4CNGPIrWAJjtV1q9do7OiiCnQ1Hzwh4AmO64MnYpIu4UeqBsGT1NKxSCETb1QyMUYlL7DWsUA3JjkjWOu8RiQaZRLu+B\/1xnJJW3oE5QgKDgcnVLt9n3kGJqcdnn00AGdFUVMgabmgz8E9AMvL+b6AzaeDSUtoBU9uQh090RUWrn2rLVShvL0OHg6OyK0oJ8rBOSDrYh54ATz63fwsqpPowVXoDEzAfcepaEwMwbpJSNnyN8HOjMzAzfMzXVWFDEFmpoP\/hDQZHGJlcVNNp4NJe1JMZUSzQUxOL1rB9b9tgEbfuf82zr8vusEQlMqMeKIqklrJNDkVAwvT0+dFUVMgabmgz8ENElNdOLYETaeDSVtoDXFdKcFZbnILmmEfJog1tRIoAMD\/PA4OkpnRRFToKn54A8BXVNTi03r17LxbCiNDvQMayTQzk6O7KkauiqKmAJNzQd\/CGjilcuWQCw23KMrXgCtVCjYx1hVVdU6K4mYAk3NB48F9J6dO9DUNL3LpCcinUAr2jPxMKEYXWIllGIhStID8OjZzK3lJgfYkeT6dXX1OiuJmAJNzQePBfTF8+dQUJDPRbn+pbuFVvQgxfMWXG87werMZszfeRMp5X3cxemRJtBdQiEc7e0+mEifAk3NB48FNHkWTc4xN5RG6XKr0PrsPL775z\/wyb\/WI1Yg1bFKbGrSBJrY+ZYj8\/+jp+mlQFPzwWMBTZ5Dk8ldQ0kn0DJBJFYv+A3uL1qgGCyF+cZ18M2YuQQHZFEJ2UtK0qDqqiRiCjQ1HzwW0LExMez55oaSTqBVkg4U171bu61g3gua3i0omQ5pAl1WWsomWRt5WoamKdDUfPBYQJOEIM5Ot7go179G6XLPvDSBzsvNgbvbXZ0VNGQKNDUfPBbQZF+0jZUV5HKttZZ6Ey+ATkl+AX9fX50VNOStmzeyq8l0XaOm1pfJ8k4Si7quEVdX17ATY+Scc0OIF0CPdlqGpq9evsTOHuq6Rk2tL79MSWFjUdc14vr6etjZ2qCra3pz8I1XvACaHC2S\/OKFzgoaMu1yU\/PBY3W5BY0C2NvZsjkFDKEpAa1SytBaV4bs9Dy0iDUfbKnQI6hCGnM3S0l+iZzyBmjsumSlCTTZoZKdnaOzgoZMgabmg8cCmpxzdcvBgW2pDaEpAS0sCYZvcCLig27hknUseoYSi6mkeHXfBN\/8jWQN\/Rc2X\/GE8AP7oc+fPY2KikqdFTRkCjQ1HzwW0B0dnewst6HOuZoC0CK8NDmI2CYZIKmB+cq1SGzlZvYYoPMyC9DQ2gepVAqZXDOFoFqaQBvt2aXztAxNU6Cp+eCxgO4SdrFrKgx1ztXkgZZW49qi1YhnIRbjlfk+RFe2o+BVKqp6xch+6oPj65bix9k\/wjIiF6IRezCHgK6tqcHO7Vt1Vo6mKdDUfPBYQBN7eXoYbPnnNAEtQZrFYTypqsO98+Z4KWTG1pWFeJudi9cRHjh+5gYqhVL2P3v1MgXnzpzCvr272Ip58TwJl86f01kxmqZAU\/PB4wGaHHv8KDKSjXd9awpA18JkyXI8bWa63KpePDljhIShLjcjkq6XiKTxDQgIfC9X2VAL\/cDLEy5OTjorRtMUaGo+eDxAq7PveHCRrl9NYQwtR6HHcVgHpaEm+wks7KKGJ8UUA22IfOgIv7BHiAj0g190MnplurvcFjfMRz0tQ9MUaGo+eDxAp6amwsbaiot0\/WoKQDONdE8N8vPLICgvREXXu9ZZKRtASepTRD6OQ\/LLNDSOODWDaAjog\/uN2If1uipG0xRoaj54PEAXFhSw+6INoSkBPRUNAb1qxVKUFJforBhNU6Cp+eDxAF1bU4vDB\/dzka5fGRzob2Z9gY72Dp0Vo2kKNDUfPB6g25l43r5lM2Sy93umMy2DA\/3Lgnk6K2WkKdDUfPB4gCbet2c3WlvbuGjXnwwO9J5dO3RWyEhToKn54PECffXyRWSkp3PRrj8ZHOhLF8Z+Bk1Mgabmg8cLtKuzM8LDwrho158MDjTJVKKrQkaaAk3NB48X6MCAANxhYlvfMjjQT6KjdVbISFOgqfng8QJNtgNfuXSBi3b9yeBAZ2Zk6KyQkaZAU\/PB4wW6qKgI+432DK+Y1JcMDnR5ebnOChnp7KwsNDQ06rxGTa0vN9Q3sLGo65qmScLLFUsXQ6l8\/1T1mZTBgS4rK9NZISNNW2hqPni8LTTxti2bGLA7uYjXjyjQ1NQT8ESAPn70MGqqq7mI148o0NTUE\/BEgDY3vYasrEwu4vUjCjQ19QQ8EaBvuzjjedIzLuL1Iwo0NfUEPBGgQ4ODEREWykW8fjSDQCvR8coTZ07\/gWuukaPuh6ZAU39MngjQKckp8Lh\/D\/p8cjVjQA9UPsVF93TI5L0IdbJFRH4zd0WthPh4CjT1R+eJAF2Qnw9HB\/tRH111d3ezs+DT+WhrZoBWyZEb4Iobz0rZ16Vhd2H2rJy9JBaLUV9fBydHBwo09UfniQBdVlYOe1sbSCTa6beGRBJkkoy3TrcckJ2dBYXi\/ey4E9UMAS1FirsNLBIZoKFCW5IPLkYXs5fIRMHsr\/6DLz\/\/lK2Y2bO+wJyvvxzT5LOzvvhM5zX9+CsdZdT\/bSYxSGJR17WRJrH95ef\/Zl5\/hW+\/ed\/kM+S7Pv\/0n+z3rvt9DdLT305pddnMAe1mBZOnBGIlmhL8YP1K+3ncNeMr7C9D8nJDpYCwvgypKS+QWdQC7eG2Ev3V6Xie9AIZZQIo2WtK9DTXoTg\/HUVVnRi6r4lEIlw4d4Z7N736bdUK7tX0iaR6nYkdOSHBgfB96M29mz55P\/BiV0lNp8iRMZfOn+XeTa9OHDsy7kPjJOU2mPM\/5GCIT\/C\/cy0gGCU3QcqLF9M20dXa0sKuJjt6+CC8vTzRwPRcp6oZGkMrUBnthjPBOQyAUqSH+iGySHsMrQm0sDYbPu73EfUoDI4m15BS0cd9ivmmrkxc3raPAfU4Vq09jaI+BQYFJQiNjETGm3jcdnRCbuMg+1kKtFoUaLUmArS4yBW298MQGR6JR0ll0DrZSUPjAVo5WAMvS1OcPnkap885IKexh7uiVlddKnydb8HU\/y1Ky8u4LrkKVWlhSMyoY5qryWvGJsWU3dk4ungdbMJj4HTXBy0D2uMDTaBzHl\/H3dA8KJhKLHsdAv9HGexrIllPA5r65cxQvBfh183gXTOI4pfRiErKZw+kj\/cxhw\/bE6BAD4kCrdZEgBaVh+HiwQ34\/O9L4d\/4LuHlSI0HaHnHa+xcOIdt7T\/5cjMSyjq4K4xERbA6dRutYiFCDmyFWyUDs7IbIft+xh8h9UzvdJQ7yTg1SaBVTCtZgIS4eLzJrYR4iD4dGm08cPe2Cw7tN0J3VxdyokxwwTYafRIRXgc4wyssDQNldth70AudpG5lHXjzyBfnzjiglIH7ma8JPB8XskAXPn+E0MRc9jvJnc7ayoJ9Pd2aiaRvWZmZSIiP495Nn+KexiIifPpvFOFMIE\/3ES9klpecpzwTMjMxZidhxyNRuTcsrzvD7topLPz373jeoXuC6m3aGyQmxHPvdEveWYzIlGQ8exKHjKJ6jYMaVehMuoyjrpWQM71YQchh7HPKQ6qfA24+rYJCqWQ+oUJXqis2r1wLW1t7nDpyGLs27EFCiQBF\/iewaeNp3LhxFXt\/XQWHh2Gwv3IUq+cfRnqX+uedFND9ValwuueP+LgnsLe0QUq5xh1onBIKOzE4qO4qd1Um4fiODdhzwA5WVw7COSgLsoFq5ObWgT3jjgE6PS4G988fxB6vSsRpAF2c8gSPnuez30NuHk1NTezr6VZtbQ33avo00N+P3t5e7t30iXznTGwKEAqFbC9oOiWXy5le2sz8zRobGyY+waTsRez+3xBSrz7pZaT6+voYf\/hvJm1Nw7l9+7Fz0xr8vGAXO9wsjbaHX2wuip02Y8e9GgZopptf5ogj50NwZd8abNy2H4f3HcEN3wQMyHoQfOUI4qr6mBhX4JWvBTzCM6HofYMbZ13QLFGiO\/kUzjumQ6wUIfX0L7BJEbI8TBxolRzpQW5wYH44MjlVlxAA28QC9TVWzI8gl3KH1JFbE3kvh1yhgFymPrhOpVRAxlyXK7RHCyplD8JMjyGhmoDO3KvIH0Ol5CbCmBtJvifWmubgKQO0R5S6y50dH8gAre5yU1FNTlLkuN1D9QATt\/1VuLbFBLU9tbDfsxI\/XIyF5aEf8a+\/\/QNL7AtRmx6I1Yv3wdvtGL742\/cwCXmO2D+\/x78+XYXAtyOOkCWnsN6zxpXHBWguDEBcWjPKnTdi2+2qYaBPXgnHlSvWqOmWQtyUh8vnb6CiS4gY60t4y3ZPgZKXQQh8nAVFXzrsTB6CNMbi4uu46U2+R4Yi0wW49qSFHXtPAmgFsoOdcNgiGN1iETL8bXHtsbrLy0rWhnDrszhzdC+W7vdBh6gbERbHYeTwEG7nTmDnkfOISPLHVaYrccjMHW2DDOAKMSoyk+HrdA2u4cWQMKQqhC\/h4\/0KzbmhOO\/kj8exMXhoZ48HxX1oyGIq+dZDNLbVI8LPA\/kN09tqUP2XSSFEpMlp\/Hn0D5w9dRNJ7erua1+OK35c7ohasQqyliTsm78Ej2rq4XLsLCJa5BisjMPefdaolylRG++Ncz6vWajEXZ3oGiRdfQUqnobAO2Ood6dEc\/hJ7LDMYWJcidaoS7jgkQxLK2fUdkmhHGiAq+NdlDG9q+CzG2B+NwjhodF4\/CQCZe0idOR44MQRW1R1daPQ\/wCOXY9Fp1jCAD0fp7wLmdZ6Ul1uFfob3uL072uxdc8RXPzzBIyjNIBWStDakIs7V\/bhx1\/Oo4LpHtTHeDJ3qWIoFf2Ivn0LYUWtUPTXw9HCDnmtAwzQUjSW5uJNSfvwIygl0+XOL6hHb0sVUuKfIP75K6Tm1bKPtBTMTaKooARtwlbUVAnU3XIqqqmIAUwmlTG9Qu49I3GZF7aYFjLtNyNVLx4f2oio2kbcveqEEgm5D2TA2CEBIoaJzrQAHLSPY+JTjtwwN+zdvA0Hdu\/H+ZsPUNv9bhyv7MuByXYj+D2Jwg0Tb5T19CDa2Qz7r3jC544pbB88Y7rc\/Yg03g\/3qOdIeZGGhj7SUivQU5eDtMwiCJmhWn1uKtJzy9EnVaC\/Mg35lW0sG5OcFFNLIe6Az20HpFZ0cSWAqMQFq9c5o2mgFc6n7VigG54+hPXraqZSxEh86IuXtUIoRU1wumGFdMG7R1STEem+i8WDaIy7Cs9EdbdDKe1GjNsVbF+zCx4lfWzZZKSQitBZFg9Tj0ymY8P8WwoZROIBZEc74GlOF9vln6jIcGSwPRcmJ++ime1RKdDx0hjf\/f3\/4YcDruh8N4MySakgl4jQ1ViIoOBH6CTdnWmQvDMVB+Z8in\/ONsKrpkEm8GWoCjPBF5\/+B3NXHcTrBvV8CPn3+8sCcdyZTPx83CJAL9sTiabuXnQ3xOPMhafoHRTA+aIt8vqVkLSm4pLlI3QzQ8fONH\/st36iftzF9GL7OjpQ\/NwZyz\/7HPMWLMQPs+bilEMs+rljlUeO7UmjJhueXB7AE8t3Xe6JaHJAM2OD+vQ4eLk6wjvyDd49kWK6FJFnsGT\/LQSH3MPeVUYIyG3Cy\/vXcejeS\/T2teCB2QXYxRRCMtgER+OLCC9onxQYQ5J1NyIx8SmCDi+E89tu5rsUqA08Ds9XQih6MnBo0WHk9E4GEiUEGY\/gb2+CQ96Z7E1B3FyE8Jh43Du7F4\/Kxvc4ZKSayt4g1v8Gft0Wgm7ypRIBPM0s8SjuCawOrsDK2+oJk0lLJUFZUhSCQrxgfSsIPSPO5Z6cmO\/0scK9iAT42JzEV0ud0NTTgDC\/IOTUlOPe+eNwishQf7K7Ht6nN2OeaRF7E\/yYRYBesPgYrlw2hoXXC4iYquxrzIW7rS3CCztRlxMP++sOSK4Tob8mHXfuRUGgcQOVCqthZWyGwhYxpF01sLOwRWnbWLPuKohbcuBy4TxiS9qG54\/Gq0kCLUdnbTFy8hvYfrumlAMCZL9NR25hKcryc1Da1Ivm6hLklrVALBlATUku8ms7oWDuSILqctR3af+CtW\/9cXTjZmxefwhPm0WoT\/bCroPO8L1niu3rT+BxXQvCzfdi864bKCc1zEqGAuNlaqDlzbi15FdEkKU+qj7EHV+PsFrda2nHlgptL7xx0jdLo5WX4JnFwUkDTSRrDMfK7aFqoJVS9DG9GNJSC0Iv4kez4mkBQVjzEq4u0wW0EuI+CXvjlTVHY+GPpqiXKCBXqG892UmBiH1Ty76uKoxHnMtRzP+LAD3c5Z6ECNDWxuYs0IMtRczf4x4E\/cOt3yhixut9baiva0BbNzMc5UrHqyl1uWdCvc3laO\/qRK7j7zjpXQv5YBlOzfsNT1qk6Hhui\/\/MM0ODRIy0W5fwR\/JQV18DaGk9rv2wEI\/Z\/qwUOaab4Fs61B2cqPQANCeluB3+du4onKb5vekFmpNSgvKQ27DKVT+2UYkqcPXnefju60Uw83sNWWcmniaWoSbw7MffQjPd5rZkO6y6mILeSdahGugLCLTZiZ9+PYuiSfUUJyaeAS1H2fMg+Hh5w9l4PS4wQCvEVbi0zRx1zG1S1hiB7ZczGKSUaAy9hmXD47QRQH8\/T91CQ4TXF7YjsnGyoaUvoOXIj\/HH45wqpofThI7Bqf\/hZwJoQXEcHkZlQCwfgLDt3U2yp\/wZ\/jS9h+cX1uBPS1dYHViNL9eaI+Z11Yh1+R+PVPJ+lGenIiEhERWt4gm3lERDLXRBfQ28zmyDVUgmRGM10FMUv4CW1sB63yGktgyi8eF2nNYF9KV0DmhjLHWq0AB6KW69YYBWDeLFn8vglt0LlUwAe6MrqBjumk9UaqCP+6jH0GpJkHhzPyJL+rn3ExcBesXWIHSxX6pAg\/9FeCZXYlAmQ+NjB7xonnrbRoB2cQpA9zQBLROEwPFOEtr7ZZAKYhEemYWMqlp2Vriv7CXs\/J6go6oQhfl5SLAxwpzjUahq6tGot\/8+qcfQpmyXu78xHVcOHUNSpZC7OjPiWQstQvi5VVj48zZYu13EwQPmSIy+i9UL18MnoxbJ965i8aLdiKvuR\/NTeyw18kS9SIyyeDf8Pn8h9py5i8pOCcS1ATh\/ygKRd61gm05W20xOoo5S2B7fhl+XHkBQtpAZ9w8gO8gcqxeswJ82ERCKJ367lQhr4HHRCIvmr4JLbCl6a6Kw+qeFWMj8\/MS\/\/nwQb4RTu43LhXlwOLwGS9cfQ0RBK1c6BUkb4LB+xfDPSGzp\/RgXty7Bqp17sG7bKbwoU3fDO8qTcXbb71j08yYEZb57DPnfJyVqEm9h869rcSO8kKkHBSpj3bFxuzVqxrcadVLi3Rh6OjU9bRPVaFLJpegflNF65pH+0kBTUf23iQJNRfUXEgWaiuovJAr0OCSt8cHK7+djvoaXHnJCbWkw7N2z2c0kU1VrRSHySkekoFEpkJ+VhKqWEQtjlBK8jItAXo12Joz3pBTh7e3D2HTIW72vnOovLwr0OCRrL0JNnxJdb72w0TQJUpUEJYXVaK8IhI3rGwxOEWiVpAGPvB6gup97yKNiQHR3gHe9DP3labgTngSR5vMfBujkJ8HIqhrHIxBxCSxPuqCNAv1fIQr0eMS0lGwmiSGgSRnT+hVGuuDOw1R0tRbBzfIWIp7FwcXMDG4vG1Ca6oebxpaIqlZvPpE0ZcDV0Qk2N+yRmF2vMTOsgCDoBFzjBcOPeKTtBbi0xwjWPnFoGOhHiostggTviJQPtiDc3R3ZtZ1oz4mAp28oYjxcYGZqjejUWmg9ehaX4eaRGwgK8MB1YzOE5vWyv0t\/URhumljCwvw67r8SMN\/ZgVhfd0RVdUPW24RHnncQXdOH\/uZieN9+iMKiBNy7H4pGrTsLFd9EgR63RgDNvO\/Lt8KWHe7okPQg4c\/FOBFQybTa0Vg7Zzm8SjtQm+CIVVdfYXCgFk7Wt5Er6EBDxmOcMvNE\/9DOGqUQvut+QRBZOcOp5W0gtuw1R1ZtC8RKBWp9TmKJbdnwpg2VvA++tpcRnlYHcUcpzE+fxaviJtTkRuPqNRe0aGa4Y4C+tHwDnlR0oDnNAmt3eqC1JQV7t1mioLUL7eXRWD93B2KbehFrdQnXGLjJ90eanoHxm1amM9AO77N7sM7hGRJjAlHRM\/NAkwwmubk5bDYTqomJAj1ujQSaaUmr7mLnLgZouQSZJvvhUU2WszXD2sgUFcywV9YUjeVrnFBV+QbHN63Als07sHPLThy4Gcl0oTnoZA0w+eZbBDe8Wx1WmxIBp6jX3Dsl2p5exYobJcNro1UKEUJcbiDybR1kfU0IfeCBhkElu\/Ms8IEXGgc0oGOAtjzhhFbCBvPa5qQ9cp+6YKUx93vIO+C+YSXcynuR5mYJszdNzD85iFgLBu60VuZ1Px653sfbDjG6u7uQ9iZ1xv0oMgJff\/k5m+LW2tICqa9fD6erovqwKNDjlgrCNA9sGBfQJigXq4FeuuoW6poKcPm0GXK6dCzpVHTg\/opfNIBW4oW\/PbzjhtI6KdAYfBqLLUYHOkQD6ADmtTbQpdpAH7dFWV4o1uy8gxZSpuiEp9EBRDUPIvO+tRpoRR8iTE6zLTQL9G1PZAnFbB7psNCQGbenx3028TxJVH9wvxFCgoPQ2zvGBCAVKwr0OCVnwLl9fA0+\/WQOTMLLIFGKUeC5G3MX7MOz17HY8d1X2GOXgpLnd\/Djp\/\/B2eASDAiisfDL3xBZ3onndsfxxT8\/w2f\/mIV9Lk+G0xQztwUUXlsEWy7JG8mcEe28G\/\/5cjded5MSOUrvmeB6wbttWPIBASx2L8HRu89RFW+J+d+uh1+mANLuGpju3ga\/LIH6gyoJ8n2P4suvFsHrdSMUomL8sWAhPJILEXViEeYtNsL5w7ux1zuXGXcr0Rxrh+8+\/xyzvv0Zm1auxsKLj1BT8RIHl32DJddi0aWnHnBWZgacbzmgvb0dMhnJIqIxhKD6oCjQ+hRJeKhjx7pS+AKe7jEQ6tiaJBNWwc3JD5PeMPYBkWwvivd+HgrPxywKNC+kQOHzJ8is0D5dhMyuF6U+RlLBzKS5pfqrCfj\/vNEBNgY87YAAAAAASUVORK5CYII=\" alt=\"\" width=\"244\" height=\"150\" \/>\u00a0 If <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"20\" height=\"24\" \/>\u00a0= time taken to reach office, then it can be calculated by using the formula<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"184\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">Hence<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"283\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">When she stays at her office from 9.30 a.m. to 5.00 p.m., she is at rest and her stay is represented by the straight line PQ in the graph.\u00a0<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">On return, speed of auto,\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"24\" \/>.<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">\u00a0Let, <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"20\" height=\"24\" \/>= time taken by her, i.e. by auto from office to her home,<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">Then\u00a0\u00a0\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"167\" height=\"34\" \/>hour = <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"11\" height=\"24\" \/>\u00a0minutes.\u00a0<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">So, she reaches back to her home at 5.06 p.m.\u00a0<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">Her motion on the return journey is shown by QR part of the graph.<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">Scale taken Time on x-axis, 1 division = 1 hour.\u00a0<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\">Distance on y-axis, 1 division = 0.5 km.<\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">10. VELOCITY-TIME GRAPH FOR UNIFORM MOTION:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"133\" height=\"167\" \/><span style=\"font-family: 'Times New Roman';\">Velocity time graph for uniform motion is a straight line parallel to time axis. The area under the velocity time graph gives the displacement of the particle. <\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Consider any two points C &amp; D on the line corresponding to time T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>1<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">&amp;T<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>2.<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">Then the area of CDEF can be given as\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Area of\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"107\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">= (<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"52\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">) V<\/span><span style=\"font-family: 'Times New Roman';\">\u2013(i)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As we know V =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"36\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So from eqn (i)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Area of CDEF =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"110\" height=\"36\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"61\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0= displacement\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence area under velocity time graph = displacement of the body.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">11. Relative velocity:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Relative velocity of a body B w.r.t is the rate at which b changes its position relative to A.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Let us consider three cases in this\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(a)If both the particles are moving in the same direction\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(in magnitude)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(b)If the particles or bodies are moving in opposite direction\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Then<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"161\" height=\"24\" \/><\/p>\r\n<ol class=\"awlist2\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"a\">\r\n<li style=\"margin-left: 20.25pt; text-indent: -18pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\">If the two particles are moving in the mutually perpendicular directions<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 0pt; margin-left: 20.25pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Than<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAAAfCAYAAAA\/QknEAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAV9SURBVGhD7ZlvKN1fHMf9m5T8T\/MnQy0jYkQ8WKnlidhYaluWECE88UD+JBKP1JqYFu3PAw8tY09mI8oaChEytFIjmtb8my0bPr\/e534uF9977\/d+f9d1b7uvOvX9fM733nvOeZ\/z+Zxzrg1ZsWisAlo4VgEtHKuAFo5VQAvHbAS0sbGxFiWFx+\/SQWOePHliLQYWsxHwypUr\/GTFEMxGQCcnJ376N5mYmKCIiAh6\/vw5DQ0NUWxsLN25c4drtWMWArq5udHCwgJb\/yY9PT1UVlbGFtH3799FWoGwujAbAS+a379\/09TUFG1tbbHHvNnZ2RECfv78mT3SmIWAaKianz9\/UnNz83GSbmlp4RoVz549O65DuNFHW1sbOTs7097eHh0cHFBaWhpFR0fT0dERv3Ex\/Pr1i0ZGRo7L4uIi1xBtbm6eqpOaVBiDkJAQtrRz6QKikdeuXWNLxcePH4Wo2Nj8+fOHvSegDjkTg6SP\/v5+Gh8fZ4toenpafH52dpY98tjd3aW\/f\/+yJY\/k5GTxW1FRUew5ARMJdXV1dew54cuXL+Tr68uWbsxCQKkZeP36dXJ1dZVcKeh4ZWUlW4aBDYKjoyNtb2+zRx7BwcH05s0btuSBVYe2Dg4OsueEvLw8iouLY+uEubk58vPzY0s\/ly4gOojwdpb6+npRd3alIAzCrwSs5lu3blFDQwN75KNEQHUe+\/DhA3tUbGxskIODA83Pz7NHxcrKCvn4+LAlD7MQUAoIh7rGxkb2qOjo6CB\/f3+25APhc3JyqKKigj2GoURAgD40NTWxpaKwsFAUTRCeId7Xr1\/ZQ\/T+\/Xu9eV5y9NDZtbU12QXvKwGrQTO5a3J4eChCSXx8PHtUYMeqb2stRXFxMVVVVbFlOEoFRLjWFBD99fLyEjlVk+rqaiH22dLb28tvSCMpIM4gN2\/elF0QEpSgS0CAQUcnvn37Jmx02s7OTjwbQmtrKz169IgtEiEbu11DUCqgi4vLsYCYlBivx48fC9sYXGoIhTi6wIYD77x9+1bYBQUFlJ2dLZ7l8uPHD3GMwETB7g7l4cOHNDY2xm+cBtEkMjLyXMGOOCgo6Jx\/aWmJPymNt7c33bt3TzzjN\/EdxuRCBcRMT0hIkBQK4UyfgMgLmMFq0bC1NnS1Z2ZmUmJi4rmi64C8vr5+rgQEBNCrV6\/O+aWOOZpcvXqVUlNTxW7a3d1d5+\/iWIR3MC6jo6M0PDws8vbdu3f5jfNIjiAaNTMzI7to6wRm\/vLysmiQehaqycjIEOc9faSnp5O9vT1NTk6Sra2tCEOXgdIQGhgYKAR8+fKlmMz6QN5H6lCDQz\/GDwd+KSQFRNiB6nILcqYu0ICzqw2iyBGwu7tbfBY7tBcvXrD3NJi57e3t9ODBA3FDo3RTpQulAiJkYuIhd8uZfDj7al48IOKg\/9ouHnTHMCOB2I9GFBUVsUclqhz29\/dF5\/E+JtZZ+vr6TuUVzHKp243\/i1IBcVGBtsu59oPAmuOCyIbIhYmpDZMICHB2UzcOIeL169fiWQ4pKSkilEqBnenq6ipbRFlZWVRSUsKW8VAqYExMDHl6erKlm66uLjFGoaGhdOPGDXHcePfuHddKYzIBkZDRuNraWoMF1AVmLfLw06dPqaamhsLCwi5EQAwkzrwXSXh4ON2\/f58tVSrDmOH+VhsmExDgT0o0SL0SjQHOWDjsqy+aL2oFmgLssnF0UoOzKsYKGyBtmFTAT58+GV1AhNbc3FzxjAM\/Lohv374tbEsCqQDjonmx39nZSR4eHjr\/dTGpgCApKUn8R2cssM3GmRK3Lbj1HxgYoNLSUr0HbHMDExEClpeXi39acGebn59\/Kr9LYXIBrRgXq4AWjlVAi4boP+HpDDvFvjkSAAAAAElFTkSuQmCC\" alt=\"\" width=\"112\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">(d)If the angle between V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>a\u00a0<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">&amp; V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>b\u00a0<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"11\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Than<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"289\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 10:<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">A swimmer can swim in rest water at a rate 4.0 km\/h. If he swims in a river flowing at 3.0 km\/h and keeps his direction perpendicular to water, find his velocity with respect to the ground.\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"148\" height=\"128\" \/><span style=\"font-family: 'Times New Roman';\">Solution :The velocity of the swimmer with respect to water is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"118\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0in the direction perpendicular to the river. Figure shows the velocities.\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is clear that,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAASgAAAAfCAYAAABUD1C4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABBSSURBVHhe7dwFcORGEwXg5A8zMzNWmDmpMDMzMzMzMzMzMzMzMzMz8\/z+5nYcWZbWa\/vs2+T0qlTn1e5Kmp6e16+7Z2+AUKFChQpNiAGg9neFChUqNBUqgqpQoULToiKoChUqNC0qgqrh\/vvvD9dcc0119EfHzTffXJv9Cs2KiqBqmGuuuRijOvqjY9RRR63NfoVmRcs8tcxUf45HHnkkTDLJJOHZZ58Nn3zySXX0J8dnn31W84AKzYqKoFpw1113hUUXXbT2qkKFCs2CiqBasMgii4Sjjjqq9qo9\/v777\/Dtt9\/Gozfw6aefhp9\/\/rn2qhi\/\/vpr+Prrr6MS+PLLL8Pvv\/9ee6ff4q+\/\/gpffPFFh8\/fN2A+vvnmmzg\/Zfjjjz\/C999\/H21KMf3000+1dyr8G9DfE9Qvv\/wSFl544fDkk0\/WzrSFhXbKKaeEJZZYItx66621s22BKO67776GCcw9X3755XDvvffGf71O+PPPP8O+++4bll566XD77bfH13k888wz8f1jjz02nH766WGFFVYIG2+8ca8RaBm++uqrcMABB8Rne+GFF2pn+9jwrbfeio2IRx99NHz00Ud1SSUL5CL19t0333yzDRGzn7k75JBDConnu+++C5tttlnYcccdw7nnnht22GGHWGt8\/vnna5\/otzC35j57sBWf+OGHH2qfqg\/XEKwatafPv\/322+GVV14J77zzTqF\/9RTM5auvvhqDBri3Z\/AsnqnoWSJBMczmm28ell122bDSSiuFSy65pPZ2CB988EHre6uttlq4++67a+\/8N\/DEE0+EeeaZp\/aqLTgLB19uueXCxx9\/XDvbFozqMwMOOGB46KGHamfLQV2svvrqYeWVVw7HHHNMvPcaa6wRF3cCZ7OQZ5111nDWWWe1mzgLc\/fdd291SmMYfvjhw0033RRfdxUWeVeVGPuw07bbbhtVTcIVV1wRCQtJnHzyyWHVVVcNE044YTjxxBOj2qoHhETdIt+DDz44zDzzzGHnnXduQ0bsts4660QbWgBZsLW5QYjAjrPNNltYc8014+t+jauuuirMN998bQ7+MOWUU8ax14N5uvjii8NGG20U7bPllluGp59+uvZuOX777bdw4YUXhlFGGSWSdW8o3YT9998\/TDDBBJFQIY1Bs2L22WcvDDKRoPwhWvtzoYUWar0AWAQWkvekQYn9\/iuwoNZdd93aq7bYY489wkwzzVRXmVx99dVhzDHHbIigLJANNtggOsaPP\/4Yz73xxhthuOGGC1tssUV8ncXjjz8eJ7RMuSVQBCONNFKspXUV5hnBZINToxDgEI8Alnf4aaaZJhx66KGtZMq3BMExxhij7iJ0zXnnnTesvfbarT6HgIceeuhIblm4J78VSNN9yuCaG264Ye1Vv8Vxxx0Xxh577LDVVluFrbfeuvXYe++92wSsPIzxiCOOCNNOO2147rnnYuq6\/fbbh\/HHHz+qzY4gmEw88cTR93sL5nPSSScNBx54YO1MHyhROO\/5i9BKUAbpz2222Sa+kYUvk9L\/xfzdoiwigNdeey0MM8ww4ZZbbqmdaQ8LbJZZZokpxiCDDNIhQZG3I488cjjhhBNqZ\/rUSDzDWGONFScrC4643XbbhRlmmKE00iG9XXbZJaageQXRGbgXR7FoOgv7iRCO1DOP999\/v92zU0NIuSytBipx0EEHbTM3UrbpppsuzDHHHO1SIGQ+xBBD1J2DBx98MNq5WVI8trauOiLVPN57773om6eeemrtTIgp9DjjjBODRF5x58FW\/PXaa6+tnel5XHfddWHIIYeM\/pDFU089FZ\/FvrQitBIUlYDNRfgsLCqOa1D\/NVAv4403XnjppZdqZ\/6BFMqiK1OMpLJUTR3IAm2EoM4777yotCy+LHbbbbcw+OCDhzvvvLN25h889thjYaihhoo1mDw4Noks\/ZaKdwddJSgyfcUVVwwLLLBAhykb+Pzyyy8f05jPP\/+8drY9pHIWodpEFtLFEUYYod1580HtbrrpprUzbeHz888\/f7jttts6TQg9ha4S1PHHHx99IquWkBLiNof17ArnnHNOGG200cLrr78eX8ue1Fkd6l9AjFx++eUxQ0hpv\/Vy5plntrmva5x22mkdkv5SSy0VlllmmXZjveCCC2IGIth\/+OGH4eyzz46+nnyplaBEJxKRsye4GImtuNgRK\/dNIMu0V6WjozuFYZPBqYtgAalrlMFELbbYYlG1UFmNENRee+0VVaqokYUJdp5D5CElkqMXyfErr7wyqi926C66SlDqPCOOOGJURR2B0++zzz5xz9k999xTO1sM46Ky8otNOsRW+aDi+dWbBBzpRBbIe8EFF4z1086SQR6+L\/3K+2HZUa\/YnSUo42zUl9daa61Yc8zbZr311gv\/+9\/\/oqioB59Tz0sZEWUpGJgXtkJEgojSx2CDDRbuuOOOqLaQmgArC0AoF110UUy5zUeW8PLwWUGlKFNRQ5OFKE9QgK7vnimIt1y7D0GR4XPOOWcbgjKhagiYrbdgsjixh27kOOyww2rf7DwQkAiRh3TX4lALKIJi5NRTT90aNU466aQ4SQjK85cpiZ122il+Lk9Q5K\/zZeSgeGqBZReXBa7ukpQTpZetHXYEASd7+D4HVW\/Mv5e9bx7SNE5VRK4JZL1FJb0affTRI6GnqFwG5F9EUAcddFC0VVG9DdEjS12hBAQqemfTme6UKig1JFnki0UHtVIGioUooHxmnHHGMOyww8ZicV5h56FxgKCMLYs999wz2qZetkOIIKekNI1H8GMj3Whg80RU0uz99tsvZlbWhfEMPPDA0ZcRmIYI1SNAX3\/99fH7eVhHk08+ebvAIbhrWlDFVLj76YYjPbaBlvG0jKgFvqyDQAYD5rd5sZ6BOwNOgUnJQ7UKg20kJegpWJCKtUWs\/uKLL0YJTX7mYYLZ5fDDD4+EYIIRCzNyLCR16aWX1j7dFmUEZfE4rxVeBCqWukn20pXi0PJ2bVqHoilV1wgEIykU0kiHzpYxc97seUc9h7\/hhhvi9x544IHamfZARpxeXU9AsRDdrx5RlBGUIitb6VzmgfjUOTg5uK+FaAFK8dgJoVJnzQA+mCVTtSWkRkl41jKUEVSyTVE5ICHVVnXy+BEFg\/SLapyug6CIltSZZVs2nnvuuVvnzxpyzaIapPUy0UQTFSpsfOB7fFsNDaw9Y0sBpWU8LSNqAWOZuCmmmCK+YbEovHYn2iQYKIe0Z4cqW3\/99aMq6BvX7irefffd1rHmUY+gtM1FaSSF4ByK2MyI3CebbLJW9s9DJPI5WwiyYBfSvKxQmCcoWw8Ui\/MHsmgE5tpCRSrpMEdqbpok2fOO\/ELIohGCyoIa46z1Ii6wKyLLb+\/Q5fLdojQmT1AWo45p3k5FHdNmQVLTZT4Eiy++eCFBqZv6bpb08uBjSGeTTTaJfovsBNki6NpTM9l03HNRUNmgJeNBqqkznYX1ItAkAsrixhtvjNeSKiZcdtllsdmRMoOW8fQhKFKeU1i0UjoT21FNpRH4nRt5l2VX0eyMM86ovWoP39HubuQoiqQJJlD6hUzy+b3Wd9nPW9Q3LDopQx4iuhQve+y6667RMUhdr\/NRP+H888+P6ZDnzsIeIftSLKgiaOGzYU8qTsTRlRqU1n9Zgb8MHJ696ik+nUmOqkmQ4BnNmfTa7vk8UqeonoLoLqwTz5\/3w7KjqAFTD+qibGPDaxmkW5RH3l80baTQaXHnwX5U\/FRTTRWVDb8VUIsCkCCmDsXWWeJxb3XbVFvjk0oNq6yySnydBVtRX\/zX9fJAqLbR2OWfIHhIc5Oiw0+RoIDcI8c4B1nsBmWQEuqIYEjdKQ6aZ2IpkL0ajRRQExjRxEpBGjmKakhApRiPVMgQFQKzsLmNzC2CCcP6rt8IsjWoLEwsaZwmJ20zkHYkspGGiIi6YGV1GQ4h0rFNT6GrBCVlN3bkmwcfocTze3oQCRXk3wT1CLZKdqGCkLkuaYLrWDCcuIisRXzqtqxY2zdgLgXXvB+WHWV70zy\/oJlfY5Qte9rUWgbv5RWotWdjLz\/J13oSnEcm6j1AcSpIZ4NAgmdDXtk9gkiD\/Z1L9jdvAknRT8UEa8Xxov\/WBjcINoRQupbnc33qLvl6iy3+ISi7UUkupFLGwuCCPitlkTdrU6pV5A3DgAxZpih6EsjB84gU2pi6JYkoOLotFQ8\/\/HB8nQfjSAUoykaQalD5zhQbKYIm4nJdEYxaSspPimSTZdkOfZEKqVFZPYmuEhQlo4Pj5zl5eM+zc7iUzqt7qHVaSNl9W+aHrVI0R9air26qdNxCtggE0NQKz8Lzi+7eL1ugzQQ+OP3008cAn2BdWVPsmR0jQsz+nIfi0Nm1gz4tbhmKJoTgXgbpMt+TPYA1Pu6448Yd3qAmlIiBOlN2EHwTqEHfz2Y\/Uj0po4DCV7P7nGx0xiWpfpWFGrRx+kyCwGJcMhHj8gxtCErh1818oB6SdLMpzM0NqqjIpu2rmJbg4clKR2\/+Z2FHH310GwJBmNrR9eAZGatM1SSYNOrHwlDDy+7PUc9xPkuEnIydfUddjvyVkiTHyMPEd7QBsW+gqwSF9I3bDu28jOdkUkA1R5+xoHSLjD+vqhTF2SqbbiA4KkTU52t2gPuNX5GtRGSpi6Dwb4B1I20XnBS3FYVlLVSLn8Bkx4ik+W820PuMmqGNvDIBzQ2ZT71OLj8jQNLacw8dNPOuMynIJMJDdNLIbL1Up5aqzW6w1ckeaKCB4hxL81Kqb+48t7kugjXhe7bKJOjiIS2ppQ67GnAbgrIISOp6g0zA4hzO76pEgSKn0RqXZiUgNjfXWqRsegvuK5InsqRGspGhCKILYrARsh5MKBJLR5pgsGCdy9vG6\/ReXuJn4XPsZ\/E3MifdgXtRvB3toSkC9SclLiPR7HjzJJaQ7Fdkq\/Re1rZ5SKUsKD\/9+LdAWqYho0yhOGzRFjWOFJMVkrM+wC4IS5pskVM\/9ewDUi5dVOolwTp2Tgc664vSvyOPPLLNPi6foWKz59xTp9\/Pj7JZl062NVdWV1UaoArT7yQh+aCOdFJzbQiqUUjrwAU8iEJXOmeQyVByzCxBMTBpX68A2FNQQDRUdTMpR1GHLg+TISoXFWR7AxQfFVeWijYLLDQ2tVM4m7b1FiwYdbqeToMrNAbBZMkll4yKqiwgNYpOExRSUkPA\/NI6KYjXaRFj45QmaId7j5wXGURaC65o71FPQyqW2qvy6EaAbP0AlYIhP429N2CCEan8XZG5t+7bHUjNqGO1SLWO3nhm91Cfkj5Klcva5RV6F+pSmhV8uLvoEkHp2tnchYB0FLL7LrBm2mdCSVFYCMt3qBaqpKit2RuQkhquAnijEAHIazU3W\/57GuyriOn\/eLLdoiPZ3kygnuxE1yUqKmT3bQiOOqCKthU5NQf4b\/pfQIqK451FpwmqHuTEujFFO0qbAaKt4VpEnYWuYG\/VzRB4d6Vxv4SfTPRGJ01ql62HVOj3QFDqS53d\/1WGvkpQOlhlXZZmAfLsF9seKlSo0Hn0VYKqUKFChb6JiqAqVKjQtIgEVaFChQrNiQEG+D\/4+b3tnhqlWAAAAABJRU5ErkJggg==\" alt=\"\" width=\"296\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The angle\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0made with the direction of flow is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"87\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">(2b)<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">Acceleration:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">12. Acceleration:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The rate of change of velocity is defined as the acceleration of the body<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">I,e <\/span><span style=\"font-family: 'Times New Roman';\">a=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"34\" \/><\/p>\r\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\r\n<li style=\"margin-top: 5pt; margin-left: 11.44pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">If the speed is increasing then it is called +ve acceleration &amp; if the speed is decreasing than it is called \u2013ve acceleration.<\/span><\/li>\r\n<li style=\"margin-left: 11.44pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">It is a vector quantity.<\/span><\/li>\r\n<li style=\"margin-left: 11.44pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">c,g,s unit \u2013 cm\/<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"34\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">, S.I unit &#8211; m\/<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"17\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">,<\/span><\/li>\r\n<li style=\"margin-left: 11.44pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">dimensions formula [ <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"96\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">]<\/span><\/li>\r\n<li style=\"margin-left: 11.44pt; line-height: 115%; padding-left: 6.56pt; font-family: serif; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Retardation: If speed of a body decreases then acceleration of the body is called retardation<\/span><\/li>\r\n<\/ul>\r\n<p style=\"margin-top: 0pt; margin-left: 39.3pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">Negative acceleration does not imply retardation.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 39.3pt; margin-bottom: 3pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Wingdings;\">\uf0d8<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0Retardation refers to decrease in speed and not velocity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">* Types:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Uniform acceleration, non uniform acceleration, average acceleration, instantaneous acceleration.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">13. DIFFERENT TYPES OF ACCELERATION:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(i)- Uniform acceleration:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The acceleration of an object is said to be uniform if its velocity changes by equal amount in equal interval of time<\/span><\/em><span style=\"font-family: 'Times New Roman';\">. <\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">However small these interval may be.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(ii)- Variable acceleration:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The acceleration of ab object is said to be non uniform or variable if its velocity changes by unequal amount in equal interval of time<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(iii)- Average Acceleration:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">Average Acceleration is defined as the ratio of total change in velocity of the object to the total time taken.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>av<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"75\" height=\"36\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(iv)- Instantaneous Acceleration:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><em><span style=\"font-family: 'Times New Roman';\">The acceleration of an object at a given instant of time is called instantaneous acceleration.<\/span><\/em><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">a= lim<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As<\/span><span style=\"font-family: 'Times New Roman';\">V=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"104\" height=\"34\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"34\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"23\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">a=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"70\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">* Thus acceleration is the first order derivative of velocity &amp; second order derivative of displacement with respect to time.<\/span><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 11:<\/span><\/strong><strong>\u00a0For a particle moving along x-axis, displacement time equation is\u00a0<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"164\" height=\"24\" \/><strong>.<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(a) Find the position and velocity of the particle at time\u00a0<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"50\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(b) Find out whether the motion is uniformly accelerated or not.<\/strong><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(c) Find out the position of particle when velocity is zero<\/strong>.\u00a0<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol:\u00a0 (a)\u00a0\u00a0 as\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"211\" height=\"24\" \/>\u00a0\u00a0\u00a0\u00a0<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0At <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQUAAAAYCAYAAADzqehgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAApaSURBVHhe7ZoFjBTNFkYXd9fgHiy4EwhBgzsECK7B3TXB3Z0Q3N1dEtyDBnd39\/tyarv3dc\/2QO\/szO6yf5+kA1PTszNddeur794qP3FwcHAw4IiCg4ODCUcUHBwcTDii4ODgYMIRBQcHBxP\/hCi8evVKtm7dKsuWLZNz587Jz58\/tXfCN+\/evZODBw\/KokWLZPXq1XLv3j35\/fu39q6Zt2\/fyo4dO2Tp0qVy+vRp+fHjh\/ZO2OHZs2eyadMmWb58uVy6dEl+\/fqlveMb7t+\/L2vXrpWVK1fKzZs3tdaww9evX+XEiRNqfIntq1evuh3fL1++yIEDB2Tx4sVy6NAh9dpXmEThxYsXcv36de1V2IBOK1iwoIwcOVLmzJkjefLkkY4dO8rnz5+1O8IfPFv\/\/v2lRIkSMmHCBFm3bp3UqlVLEiZMKBMnTgwkikww+mjo0KGyYMEC9f8WLVrIhw8ftDtCnz179kihQoXU80ybNk2yZcsmAwYM8JnAIzx83+zZs2Xs2LGSLl06mTp1qvZu6DN58mQ1TsOGDVNC2aFDB4kXL56K7W\/fvml3+fPkyRMpVaqUdO7cWVatWiVly5aVcuXKKZH1BQGigGq3b99e6tWrp7WEPs+fP5eMGTPKkCFDAhR027ZtEitWLCUQ4RWCIG7cuLJ582atReTjx4+SP39+SZw4sSkYaM+aNat07do1oI8OHz4sceLEkTFjxqjXnrJlyxYVqMGFVTpVqlRKDPTfyMoYLVo0Wb9+vXrtTY4fP64E1Nh\/48aNkxgxYsiRI0e0ltAlWbJkMmXKlID++P79u9SvX1\/FNr9fh3lZqVIldXEPPHz4UJIkSSLNmjVTr71NgCg8ffpU0qdPL6NGjVIrFfbEnZUJKVB7Joexk7DUWbJkkdKlS\/vUQgH2ztWG85r20ICg8fPzkwcPHmgtItu3b5fo0aMra6mjC0jhwoVVf3nKxo0bJUqUKNorzyH4CeIrV65oLf4pIW01atTwehrRvXt35QxYVHToM\/quU6dOWkvYA9fAb9y1a5fWInLhwgWJHz++zJ8\/X2vxj8G6detKihQplEC4gzjVhQToZ+aMsb+t2vyY+Ey6Jk2aSMSIEaVo0aJSvXp1ZT+NnRrS8CObNm2qHpyV00j58uXVSuAr+4SlXbFiheoH1JhJBnfu3JFGjRpJw4YNTZ0YEvCbSCdYcUnzdLCbrObkz0ZwfATTrVu3tJag4w1RIICrVKmi0gWEwEjevHkladKkpsANLkwEUkzs9qdPn7RW\/5WY1ZnvDIswD1u3bq3G8uzZs1qryMyZM5VQHDt2TGvxh1QRp0Va5grPSppByknfv3\/\/XvV9z549VQzxWfqJeUX8lCxZUqVy+mKnROHu3bvKfiZPnlwJBHaPopadYtX58+eldu3atq5WrVrZznPJq8qUKSOpU6eW169fa63+MFHpKH63Lzh58qSy3mvWrFF2DhtNxyJGrNYMnhXc07JlS8tnt7pYBexCwREhJBfVBYmxq1q1qiRIkMAkFMB40kdB+Q5XvCEKOBVy+1y5cqn+MVK5cmX1G42TN7g8fvxYMmTIIBUqVDA5OkQ1d+7cKsbt1jFmzJhhOW5W1\/Tp04PlrBFvYp3aglEk+\/TpYzmOc+fOVe24aVdwj9RRKLAyfrhIFlhiEweJs6RORSwzJ\/Ply6f+1uXLl9XnVfrA5EdVihcvHuQV8OXLl0qt7FzkunZXBQYUVbMShd69e6uHMCqqN6E\/6Af+paaBHcV2Tpo0SbW5rng6PBvPaPXsVpe7v+MK1rdIkSLKpeiuBQhChMpKFEaMGKH6aP\/+\/VpL0PGGKLx580atzlaioIu7MR0KLjimtGnTBhIFxpMCHSmL3X5nkliNm9WlTyhPoF8QFuafq\/t1J+4bNmxQ7YiRK8QhsXH06FE1fixi1OKAXTw+V7FiRdm9e7e6b+HChabvUKLAj8qUKZP07dtXNYYF7IhCSGwzkUaRwlD5teOcvA3PXqdOHZV7uwazHVE4c+aM1vJn2M4sUKCA6SImIkSIEKidfNYoTn\/Cjii4tgN9jaCxpWh17d27V7vTzN9EAafgWt0PTZjAPXr0UKs17tyVv4nCkiVLtJbAsFPF+I0fP15rEbW1HSlSJPWebgDYlaEwrceQEgW2IaNGjarscliBzqLimjJlykDqSU4fO3bsQLUGX0DVms7HEYU02Gp2hHBxVvUTRAHBoHbgWnDiczFjxrS9xczEvHHjhumaNWuWRI4cOVA7wWvXUZIusgLmyJEjkLizrUYh2co9MqERNiyv1UVRzgrqYJkzZ1aFaOO2NSJDXYOdmrAC44fNZ2vSXe1n8ODBKv5IaY3gEHABrPzuQHQTJUpkSs8QGcSejQWdBg0aKBHVxVKJArkHH\/akKEW+giWzc+XMmTNQYLiDDmPwWQVdVbJYsWLKTttdrTxF3x9GWamd\/A2ejeC3enari0Mo7mDSMSko\/D569EhrDUy3bt3U5Oc8hxEElRzarlW2whvpA\/k7BVvE3TW+mLys3nZzfDsw+Vl1s2fPbnp2hIf6EBPFLrhDq3GzukgvidmgwCKMq+HQkjvmzZunRIE5aoSiIUXaP7llaiu4Oh3EgXgmVdF\/K4feuI\/ahY4SBR4eW8VqyM0Ew7Vr19QNf4P76XC7V1DA0mJ\/OICiw4qYJk0aGThwYMCDMYF4YG\/Ye\/6m\/vdYhXfu3Kkqwii6\/v6fsHpmd9ef\/hZ5KlvEHEzS4f4uXbqowy465I3sGhnPJOAqWBE9CVQj3hAF4BQe44jt1yGYcTgUTr3N8OHD1fedOnVKaxGVRuF6guKGESurcbO6gipsCCRnTigg6zBWxPro0aO1Fv\/7EB3ETHdnuCicEILqzrHxORYLY+pAaoUzw\/3qcG4D162nY\/wGtftAxZODHQTWoEGDpF27dibLEVpg\/1jx2GJCpMhPKfrxmiqzDpYWNQ3uYR24ePGimkysbgwOnc62Drk7ToADOL4+TYl684ysePwW\/SIwGGjj9hRCiHhxdoPfzmfZcsIqe+L8jHhLFBg36kNct2\/fVv1INRzHF5xzFO5g4eD5a9asqWwyuTITiDFlAoc2xBS7RpylMI5v27Zt1erPqVQj\/fr1U04eASEdY8eB+1gQ3MFxdxyuMe2gsMg25r59+7QWUULN3EE02bVQhUjeIMhYlbB4zZs3D5Fc3S64F4KciUktgSKj6548r3kw7gsunIKjsEjupR+OoqhDwZNin\/GUnK9gWxj76+5i8hthYnEMnC0+digQToQyuHhLFIAUiOBmMpDD4vR8eQ6G58cBIwRsvXEoz9fppl3YbWFr0Gpsueh3I+T6nOBlgWzcuLG0adPG5IKswC0Rx8YjABQXWWyMuz2kxXwn2\/+4UPpIiQKg3iisOzsSlqFKTfAaT\/V5Cp2IyLjaQTrSbj0kvMDiEBIi6OB9EFzi2Jg+4piIY9c5Tjspp35vgCj8q7CaV6tWTXr16uXVgpWDw3+VcCEK5GDGPWkHBwfP+edFwcHBwbs4ouDg4GDCz8HBweH\/+Pn9D4gaAuWn4e5rAAAAAElFTkSuQmCC\" alt=\"\" width=\"261\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">By differentiating Equation (i) w.r.t. time<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">i.e.\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"162\" height=\"34\" \/>\u00a0(ii)<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">At<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"269\" height=\"24\" \/><\/p>\r\n<ol class=\"awlist3\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"3\" type=\"a\">\r\n<li style=\"margin-top: 3pt; margin-left: 20.25pt; margin-bottom: 3pt; text-indent: -18pt; line-height: normal; font-size: 14pt;\">Differentiating equation (ii) w.r.t. time, we get the acceleration<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 3pt; margin-left: 20.25pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"97\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">As acceleration is a function of time, the motion is non-uniformly accelerated.<\/p>\r\n<ol class=\"awlist4\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"4\" type=\"a\">\r\n<li style=\"margin-top: 3pt; margin-left: 20.25pt; margin-bottom: 3pt; text-indent: -18pt; line-height: normal; font-size: 14pt;\">Substituting <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"43\" height=\"24\" \/>\u00a0in equation (ii)<\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 3pt; margin-left: 20.25pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"193\" height=\"24\" \/>\u00a0sec.<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Substituting it in equation (i)<\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">we have <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMUAAAAYCAYAAABKmDkBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAhiSURBVHhe7Zp1qBRdGIftDhS7wAC7xcbAC4pd4B8qil1YeLFbsVAwsRADMVEQA0VFsRtRsbtbwa738zl75t7Zc2fc2bt7dfmYB+bePe\/MzpyZOb\/zxtlU4uPjk8CvX78W+aLw8bHhi8LHx8AXhY+PgS+Kv8TDhw\/l3LlzuuWN3bt3y9evX3XLx43Pnz\/Lhg0bGMzaEpo9e\/bIy5cvdSsYXxQpDIO6b9++UrFiRTl+\/Li2Bjh16pSMGDFChg8fLuvXr5dv377pPaI+z5s3T0qWLCm7du3SVh8TnlvOnDll4cKF8vPnT20VefTokSxatEg92+nTp8uDBw\/0ngD79++XMmXKqHdjElOiuHTpkrRq1Uri4uKkW7dukj59emnQoIHcvn1bHxFM+\/btpXr16tKiRQspV66c7Ny5U++JDRjYNWrUkK5duwa9sGXLlkmRIkVk6tSpcuPGDTl58qSkSpVKsmfPLk+fPtVHBbh\/\/77ky5dPtm3bpi3BbN++XRo1aqSeV\/PmzaVQoULSvXv3IIHFCvfu3ZPatWvLypUrtSUY7rVz587SsGFD6dGjh2TIkEFq1aolFy5c0EcEM2fOHHW\/z58\/15YAXKNOnTpy7NgxuXLlinTs2FE93+XLl+sjEmG8NWvWTLcCxJQoUqdOLZs2bdItkSdPnqibKV++vLYkgli4Ictlrl27Vono5s2bqp1ctm7dKnXr1tWtyJg4caKajeyCAAYvgra7+2vXrql7ZVCY8GLZ9+rVK20JgKfBfuvWLW0ROXLkiLLNnDlTW2KDtm3bStq0aVXf3ESRLl06GTlyZMLzIixiTGTOnFm17SAUjufZmGTKlEm+fPmiW4HJKUeOHGrScYI+jR07VrdiTBTMFPaBAqieTtvhgWC7e\/eutoh8+vRJ2Zg1IwGXa14vObx7906d5+DBg9ryZ5jtOB6v50SFChWkcuXKuhWA0IyJwwTP0rhxY936txC2MCDxhocOHVL3+CdPYXo4Jj6n98H94R29UrZsWdf3St\/swgsSBQrdvHmznDlzRlsCnDhxQlavXp1kxvsb1KtXL8nNMOtge\/v2rbYEwMaAiIRoiYIXnydPHt0KzZ07d9R158+fry3BkFew30tYxHEDBw7Urdjh4sWLqm9uonACj2q+DyZDbAcOHNCW0HA8IZUTeCT2L126VLUTRPHhwwcpXLiwDBs2TB1guWTaWbNmlWrVqqm2Cd8jqfGyPXv2TH\/LG2\/evFF96dChg7YEILzBbneR0KRJE2WPhGiJgnM4hX1uFC1aVEqVKqVbzhBKnD9\/XreSgmCaNm2qZub3799ra+yQHFFwzzwbO4sXL1bncasemXA9Qjeu7wahd82aNdXnBFH8+PFDGRhoXHDcuHEqcSV2Z9\/Zs2fVfhMSQJIhLxsJj1cIo3CPJFJmWbJSpUqqj6YoRo0apeyPHz\/WlvCJhijwqJyDhNELJN4klYRcf4LJafLkybqVCPkISScxc5cuXeT79+96T2wRrigmTZqkjic0tsNEzfPyAoUMzjF37lxtcaZly5ZSokQJ9TkofLKg+kPYQhyGJ\/gXMBtky5YtSXIJoUThFGc7QQxLYm3fevXqpc5h2sOpbDEoOUd8fLy2uLNv3z41i9GXUOTKlUtat26tW4ngPXbs2CH9+\/eX3Llzq3gbLxtrhCMKK1wkwjDp1KmTKmCE4sWLFyr6mTBhgra4Q6KdN29e9dlRFNR86ZBbKTSl2bt3r6oguFWSqlSpovpnioJSJHav4P2GDBkStDGgOIdpHz9+vP5WaLyK4vTp00oQThUUJ9xEYYdFwixZskj9+vWVt\/WCNZuGs3kNXex4FQWLnHgCclknvIji48ePUrVqVRkzZoy2\/JmQoiBsofNecgAWpFiA8rLNmDFDf8udq1evqjjSXlkywZPRPzPcwIMUK1ZMt5JHNMInSxTU2t2gSMDgxVN4hUWqUKIAYmOuH2ur4V5EgajJiahUuYEoWOdxg\/CV\/LJdu3baEppBgwa5i2LdunXSr18\/1fktW7Zoqzsk5Bs3bvS0hQpBmPkzZsyYpKrA2gVisZg2bZrqHxUbC2sgMkNGQjREwQzNOZip3GCF21xLYOGO0qsbzJ5r1qzRLXeosnD9WFvACyUK+ktcb1bgqIYePXpUt0SmTJmizmNGCharVq1SuaiVJ1uQErhFHxRFWACGBFFQq+XC7EBpVEL69OmjDookcQ0HOj1gwADdCkBOQdhgDzEooTGb2Be6rDIdoUAkRKv6xExVvHhx3QqG0h\/XYA2Ge7Y2vBz\/nWA1mO\/YcwXK5OY18A7U3MMJ9\/4WoUQxePBgtU5jlv4LFiwohw8f1q3EfMM+UdphX+nSpYOeLRMU9tevX+ujEkE87LMKI0oUJNOELAw+YjEYPXq0mrWpapg\/U0gJyF\/oA51z2szfrhB3UkZr06aNLFiwQPWVH3lFSrREQfKbJk0ax9kML2Hen7W5eTrcO\/vt78EaZKyH8AyoTBFi8Xsec5b8l1ChnD17thpf9BePh2j5EZ8Fi5esUFvPwdwuX76sj0xcV+CeTVasWJHku\/bNqQBBKMs+HAMoUVCtWbJkSdADJwTAVVsHpjRcjxfptjlh\/w6fo0G0REGfOE\/v3r21JTIKFCigXrgTvLdoP4doYu+fuVmE+\/7JUSNdqLVgodOei\/7uS9JE2yc64M0QhlNZORzw2oSLsbr+8C8g\/8ifP78q3UcCi5x4dBJ8C18UKQwemJfntexqh\/xg1qxZKmmMVFj\/R0iaCR3xoE7eJBTXr19Xk5Y9jANfFH8BXh6\/DGCAewWvQGl16NChMVdFiiV4Nj179lSJdTjCIO+iGOKUY\/ii8PExUKL4\/Sfe3\/zN3wKbiMT9BzycWGhCyjB9AAAAAElFTkSuQmCC\" alt=\"\" width=\"197\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 3pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #c00000;\">14. Kinematic equation for uniformly accelerated motion along straight line:-<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Let us consider an object moving with constant acceleration along +ve direction of X axis as shown in fig.<\/span><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"700\" height=\"71\" \/><\/p>\r\n<\/div>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<div>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Let\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">x<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>o<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">= Position of object at time t = 0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">X = Position of object at time t = t.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">u or V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>o<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">= Velocity of object at time t=0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">V= Velocity of object at time t=t.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(a)- VELOCITY \u2013 TIME RELATIONSHIP<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">&#8211;<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As we know<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Acceleration =<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"127\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"74\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"120\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"105\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(<\/span><\/strong><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">b)- POSITION TIME RELATIONSHIP:-<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As average velocity of an object in the time interval o to t can be given as :<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"153\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAYCAYAAAC4CK7hAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAJwSURBVFhH7ZW\/ayJBFMe1sBODqI0hEtQUgoVgymATAvZXBAT\/AW0VU9iLtRYGSYRIWotwRRAVLAwEFRstBJNCQUFR\/ImK0Xd5z3FPL3KcuQ3sHX5g1p3vW2f2+2berAj+AxaLxfe9ESGxNyI09kaExt6I0CAjuVwOxGIx115fXym4rg2HQ9L4JBaLQaFQYL0lpVIJbm5uWO\/P4VYkm82CSCQCh8NBAeT29hZkMhm8vb0xhR8wKScnJ+ByuWjOcrlMejAYBKlUChqNhvq7sLG1nE4nDdTtdmEwGIBOp4NGo8Gi\/DGbzaDX69H98fEx+P1+WgmtVktJe3x8pNgubBgZj8c08OnpKVitVkgmkyzydVgsFjAajXB0dATz+Zypu\/Oh2IvFIi335eUlU7YzmUzouV3aw8MD+\/dPAoEAxVZ1+Vk+GLm\/vwez2UyD5\/N5pn4dWJM4V7vdZsrn2DDy8vICBoMBptMpnJ2dweHhIYxGIxbln2g0Cm63G+RyOcTjcaZ+pNls0rv9Ds4IbhW1Ws1lptVqUabsdjv1+QLneX5+hkwmAyaTiZKGJ9jFxQXFa7Ua\/SKVSoVqNpFIwNPTE9XS3d0di27CGVEqlaBQKEhEcCVQQzMej4epfw\/WoEQioVav10m7urqieSKRCBwcHJCG6PV68Pl8rAeQSqXoOTxRf4WMvF\/o2MOG9wieICsNG19Uq1W4vr6Gfr\/PlCXhcJgyvwJfFl86nU4zZQlqqwSsw62I0FgZWf8EYEJR2\/ZtE6wRBGvIZrOxHtDWU6lUW3eIoI10Oh06BLxeL4RCITg\/PydtG4I2sgtk5P3i\/vfb4tsP2jWVUIabm1oAAAAASUVORK5CYII=\" alt=\"\" width=\"50\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">. t<\/span><span style=\"font-family: 'Times New Roman';\">&#8211;(i)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Also\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"188\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">..(ii)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Putting in eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0(i) we have<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAYCAYAAACFms+HAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAJ3SURBVFhH7ZXBS2JRFMZ1V0JSBkJSCf4DgRANEljYv+CqEBQF2ykyYAPtsmVE0CYyty0Ed7VqF5QgCKJGoViuVCxR1EzMbzqnq5M0hcOYGPiDq97v3Hfu98477yrBN6TZbP4aGu8nQ+P9Zmi83wyN9xs2HgqFIJVK2+Pu7o6Db7V6vc5aL9nf30c2mxWzV05OTnB6eipmH9OueDAYhEQigdPp5ACxu7uL8fFxPD8\/C6U35HI5TE1NwWw2Y2RkhPPTMBqNGB0dxcbGhlj5MR2tYrfbIZfLUSwWUSqVoNFocH9\/L6K94\/HxEY1Gg81Ssc7OzrCzswObzcY3lUqlxMqP6TBerVYxOzuLxcVFLC0t4fLyUkS+hpfN2bjBYIBerxdqd3QYJ8LhMCezWq1C+TuFQoHX\/cuIx+Pi6j+sra3xU65UKkLpjnfGfT4ftFotbxSLxYT6NVDF5+fnoVAohNI9Hcavr68xNzeHp6cnTqhWq1Gr1US09zgcDhwcHHCRPuvrZDKJdDotZq+0jdMLMz09jYeHBw5kMhlOuL6+zvNeQS\/+7e0tvF4vlpeXuTC0j8fj4Xg+n+dv4vj4mE+1SCSCQCCAmZmZdru1jU9OTkKpVLJIlMtlTExMcNLt7W2h\/j9+vx8ymYz\/G6hViJWVFahUKrjdbrhcLtYIWvf2nN\/c3MTCwgL\/ZuOUgI4nGq1kdFS1NBq94uLiAkdHRx05qTX39vZwdXUlFODm5oaLRiddC7qWbpBoV3zQSCQS74yfn59zOxMDa5wYGxvjKhPUCaurqzCZTK354BqPRqPQ6XQ4PDzE1tYWLBaLiAy48c9g4y8fP7\/faP74DSnnF7KvBovRAAAAAElFTkSuQmCC\" alt=\"\" width=\"46\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0= (\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"38\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0)t<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=(\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"51\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0)t<\/span><span style=\"font-family: 'Times New Roman';\">\u00a0(:v=<\/span><span style=\"font-family: 'Times New Roman';\">v<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sub>o\u00a0<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">+at)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">+<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"40\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">here<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAAYCAYAAACx4w6bAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAJVSURBVFhH7ZbPi6lhFMf9WAyKspE0KRtRFjY2VhbjD5AVG2VnM7v7B8jGwgpZWE2zspCsZDEaQilbZEFKifwoRGKGc+ec+7xzp3vrvq\/G1H0nn3rqPd\/zeE\/f58d5SeB7srwaExlXY2LjakxsXI2JDX5j3W4XpFLp+2i1WqR\/1ObzOWmX5OnpCUqlEot+MRgMIJ1Os+ifCNux4XBIBlwuF1MAyuUyqFQqOBwOTLkMLy8v4HQ6IRKJgEwmg0qlQjrWUyqVcHt7SzEPwo9iNBqlQrPZDPb7PVgsFuj1eix7WbgTYLfbwefzwXQ6BZ1OB8fjEYrFIuV4OO+OWa1WKhAMBuHx8ZGpX4ff7weJRAIajQZ2ux1TBXGesdVqRYVwJfnAeeeMXC7Hfvmb5+dnyjWbTaYI5jxj9XodHA4HFRN4JD5FOBymWqPRiCmCEW4Mj4JCoaBm4fF4QKvV0g5+FdVqFbxeLxgMBojFYkz9m8lkAv1+n0XvCDeGBcbjMT1vNhtaybu7O4ovCXY\/bOt4r9brNdhsNlCr1ZTDuhztdhuMRiPNr9VqYDabIZ\/Ps6xAY9g00AgH7hq2XdQCgQBTPw92XLlcDjc3N9DpdEjLZrNU5+HhgWqeTifSTSYTJJNJekYKhQLNe319xZDfGL4IJ+PAdvunxl50ERaLBcTjcTL4kUwmQ7vBmVoul2Si0WhQzIEaforeOK95\/C9w3RmbGQcusOiNIXj3QqEQiwASiQTo9XpuV8VrDP+NYPPCT0IqlQK32w3b7ZZlRWyMh6Xkbet+fL9xuv8JpzUYa0amvH4AAAAASUVORK5CYII=\" alt=\"\" width=\"54\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">= distance travelled in t times = S<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So,\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">S= ut +\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"40\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">POSITION VELOCITY RELATIONSHIP<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">We know that<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"149\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"108\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">&#8212;(i)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Also<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\" width=\"353\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"42\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0)t\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"81\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAhCAYAAADtR0oPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEzSURBVDhP5ZQ9qoNAEIC9QyoLi3Sewc7KS3iAHMDOws4TWEjARnshB0ghVhaCtSAiCIoECwsJEXYes9loZH0\/acLjvQ8G3Jn92HHZXQFegBByfqMwDAPkeQ5pmkJVVVhklYVZ8DwPdrsdxHEMWZbBfr8HXdc5aRZOpxMkSUKTSBiGIAgC9H3PMndWLT1zPB6pcL1eWebOpjBNE8iyDEEQsMzCpoC927bN9Y9wwuFwAMuyNicjK8F1XdA0jY22mYWmaehWjuM4h6qq0HUdnfhgFhRFAUmSuLhcLnTiA+4fvuPPCHhmXoh\/ukvse0Vd13C73dhoYVPAk4pbWBQFyyxwAj41pmlSAS+S4zhQliWrfrJC27Y\/XwH5hQIiiiIYhkGvaBRFLPuFgC+e7\/v0cXiGEHL+AIjIpBg7\/3WfAAAAAElFTkSuQmCC\" alt=\"\" width=\"12\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><span style=\"font-family: 'Times New Roman';\">&#8212;(2)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Multiply eqn (1) &amp; (2)<\/span><span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"77\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0\u00d7\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"21\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">(<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"55\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"118\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAYCAYAAAAyJzegAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAcSURBVChTY\/iPBv79+2c3KogEhr4gkChFxf9kAEMNyXrjUruBAAAAAElFTkSuQmCC\" alt=\"\" width=\"5\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 12 :<\/span><\/strong><strong>\u00a0A car moving along a straight highway with speed of\u00a0<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"99\" height=\"24\" \/><strong>is brought to a stop within a distance of 200 m. <\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>What is the retardation of the car (assumed uniform) and how long does it take for the car to stop<\/strong><strong>?\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0Ans.\u00a0 Initial velocity of car,<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"359\" height=\"34\" \/>\u00a0 &#8230;(i)<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0Since, the car finally comes to rest, <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAYCAYAAABqWKS5AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIiSURBVFhH7ZQ9yLFRGMdZWFhkNCtFCiVFKKOyWshuYPAMRsVuQElGJSuLMislis3nIkTykeT7et5z3cfdq9fjsbxuyq9O+f8v577\/59znXDx4Yz7hueITnis+4f8XpVIJlEoluN1uEIvF4HA4aIXhZcM3Gg0QCoXQbDZRHw4H4PF4YDabURNeNrzNZgO5XA7n85k6AIlEAvh8PoxGI9Rs+O12C\/F4HBaLBXUYMpkMtNttqp4H2WWv10sVw2AwQD8SiaDG8NFoFDweDwgEAjAYDFjodDqgUCjA5\/PhhP1+j\/49yKclL3h0\/ESr1cJ3xmIx6jDMZjP07XY7agyfz+dRqFQqMBqN+JuEPx6PsNvtcAIJ9hu9Xg\/0ev3D43Q60ZnXlMvlm+HX6zX6FosFNXtsSFBScDqd1GEoFApXl+QZ\/BbearWiZsPP53MshMNh6jBotVrc0WdSqVRuhif3kfhXx4bQ7\/exUCwWqQNQr9fB5XJd3fh7jMdjCAQCD4+fnjudTjGL3++nDsNkMkE\/mUyiZsPXajUskEUQNpsNaDQaWK1WqB9huVxCNpt9eNzbFJlMBlKplCqGy3H6p1XmcjksEMjl1Ol0eGm5IhQKYZ6\/uxJZEOmAF9jw1WoV\/xwMBkGtVsNwOKQVbiCdiJxtkUgEqVQKTCYTSCQS7H4X2PCk26TTaeh2u9R5DcgiSLZbbZUN\/458wnPFe4f\/02u\/3nOcv74BjYt6SSVGaEcAAAAASUVORK5CYII=\" alt=\"\" width=\"47\" height=\"24\" \/>\u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Distance covered, <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"192\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0From equation of motion\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"107\" height=\"24\" \/>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">or,\u00a0\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"165\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0Substituting the values from eq. (i) in eq.(ii)<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"138\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0Negative sign shows that car is uniformly retarded at<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAAYCAYAAAB6OOplAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAPwSURBVGhD7ZdLKG1RGMdFXhPvV2HiHYmR50AGChETSYkYyNDAFclEBhggkYEBZjKSopQiBpISKUJ5vyN55v1d\/+98+5zDcdzj7nsPZf9qnbO+\/1rn7LX\/a+1vrW1DGv+d5+fnEM1oK6AZbSU0o62EZrSV0Iy2Ej\/C6Lm5OUpPT6eioiIqKCggT09PysnJoYuLC+lhnv39fUpKSqKMjAyKiori+u7urrSacnV1RRUVFRQWFkaOjo50cHDA+o8w2sbGhmZnZyUi2tjYYC03N1eU98FEYFJaWlo4fjGL0tLSWLu+vmbNmNHRUXJ1daXm5mY6PDykp6cnafkhRm9tbUnNQGxsLK+6j+jq6iIXF5dXhs3MzPAkDQ0NiaJjcXHRZEKN+adGT09PU2dnp\/5xGR4e5u\/vCExJSUmR6H3QJyIiQiID0FNTUyUiur+\/Zw1pyRz\/xGjMIi6UkJBAPT09PDjETk5O0uPPYLDIfZaWvwWrs7Gxkce2uroqqil3d3d8D\/Hx8aIY8PPz4zaFgYEBsrW15frl5SWPD7n99vaWNaDa6PX1db5ofX29KMQXgIZHz1Jw07gpSwvy5WfAU9bd3U2+vr4UExNDNzc30vI+yMHmjMamiDYsDoC6t7c3b7bR0dEUFxfHeRz6wsIC91FtdFZWFgUFBUmkY3t7my9yfn4uyteztrZGIyMjVFdXx+MNDg6m5eVlaTXFEqMfHh44Rt3Z2Zn29vY4BthIvby8yN3dnfvpjUZncyUxMZF\/\/JazszNur62tFUVHW1sb63j8viMwwcfHh0JCQl5tdMZgxeMe3jMaE4U2BdTDw8MlMlBcXMxt2IxVrej5+Xn+o7GxMVF04KLQP\/N4I6dVVlZaXD6bOt5SVVXFYzw6OhLlNY+Pj9weGRkpigGs0vz8fIl0RoeGhkpkoLy8nNtWVlbUGT01NcV\/NDExIYphNVdXV4tiGXg6+vv7LS5qQQrBOE9OTkQxBacSvHQYc3x8zL8bHBwURWe0v7+\/RAZKSkq47fT0VJ3ReOPCHykH+r6+PmpqaqLAwEAaHx9nbWdnh7+\/CuV8awxWKzarzMxMUXQkJydzUVB+29vbKwrxWx804xeWyclJsrOze3Vex0YZEBBAeXl5HKsyWsljONq4ublRYWGh\/iZKS0s5B371WRobsoODA7+x4ViHcz7yM3Lv25MH7sV4UpCeOjo6yN7enlNNWVkZG7q5uSk9dKBfQ0MDX6empoZaW1vJw8ODsrOz9ScTVUYDzCyOTcjXCktLS9Te3q7flb8D2PSwCFDMbYBK+1tgpNKGujk+6qfaaA3L0Iy2EprRVkIz2kqw0S8fv7TyfwsRuf8GMiFY3FLw7qsAAAAASUVORK5CYII=\" alt=\"\" width=\"90\" height=\"24\" \/>\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">To find t, let us use the relation<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"112\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"120\" height=\"40\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Here, a <img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"300\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJUAAAAYCAYAAADzjL9JAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAYRSURBVGhD7ZlbSFRdFMc1y8IsK80o1IzEKLAXSwUvDz4oET5YD5FG9WRGFAWpDxqhD14yLwWiFFFhWkiG+FBoF9TAFLTyQTDFRM1A8Zppaen6+q\/ZZzpzPDPOjEeaD84Pts5eZ53tnr3\/Z621j06ko6Mhi4uL6bqodDRFF5WO5uii0tEcXVQ6mqOLSkdzdFFZSVtbG+3fv5\/q6uqERZ0\/C0qpqank4+MjLLZx+\/ZtcnJyovfv3wuLOtXV1ez35s0bYXEcHEpUly5dosjISNFzHA4fPswbiGZJVO\/evSM\/Pz\/2s0dUPT09xr9jSVTj4+NGP11Uy7B9+3YqKSkRvX9PZ2cnubm50adPn+ju3bu8ieZEFRISQunp6TQ5Ocl+topqfn6ePDw8KCcnx6KoEAm3bdvG6\/S\/EdXv37954TDpqqoqXiQ18LTA59GjR8KyMl68eMGLVFhYyOOWlZWJK47BkydPLIoKmy39tkdUWVlZFBMTwyKxJCqIe8+ePSx0W0Q1OzvL3wFri7WGiNWYmJhgn\/LycmFZSl9fH5WWlrJfR0eHsP7FRFStra3k4uJCJ0+epDt37lBAQABP\/PPnz8KDaGZmhm27du2i+\/fvU1xcHPdbWlqEh+08fvyY4uPjeZx79+7xuJWVleLq8nz58sXqNjc3J+6yjeVEJWGPqPr7+8nLy4s\/WxIVhLFu3Tr+bIuoEP1wX2ZmJj+07u7utHbtWnHVwLdv38jZ2Zl2797Ne7B582ZO5XJGRkY4Su7YsYN9EFnRlJiICpMMDw8XPQMHDx40bsTCwgKng71793JfYuPGjXTkyBHRs4\/g4GBav3698Ym3hdDQUKsbUpo9rJaokBnWrFlDzc3N3Ed2MCcqV1dXqq+v58\/t7e1WiQp7Bz9EFgkEicTERNEj+v79O23YsIFu3bolLEQ1NTUcYCQQTFCeoO6V+PjxI6+pEhNRoUjeuXMnDQ4OCosp2dnZPMEfP34Ii4FDhw4tEZqtYBPOnz8veo7Haonq7NmzdPToUdEjevDgAd8PUSEVoXgHKSkp\/OBJ4FAAP4hqenpaNQ2BX79+sR9OrhCPGhEREeTr6yt6RL29vRyl5IHizJkzLDxEtOUwEdXXr18pMDCQI0ZBQQE\/RXKkk40Sb2\/vFZ3aIFKEYzx9jspqiAopDCmnuLjY2BISEvj+q1evUlhYGD19+pRrGKzPzZs3jX6XL19mvwsXLnAthgfeHI2NjeyLSINXEUqQfSDY48ePc\/pDS0tLM6m7kPLkUcoSJqICP3\/+pIyMDJ7EqVOnhNUA8mxSUpLoGRgeHmZfpd0WXr58yWOg+LcHbIC1bWBgQNxlG6shKkSX\/Px8k3bixAm+\/8qVK9xHqurq6lrid\/HiRfZLTk7mPt6jWWJ0dJSOHTvG98gPQaijYWtoaKAPHz5w3aSku7ubfZ4\/fy4sljGK6vXr12yQwEQxkHyj0b9x44boGaioqGC7ufBrDadPn+YxIGiAgtQWsOHWtrGxMXGXbeBezHE1CnU58vRnCXn6s4RUqwHMDQeroKAgYTHUThhHecqfmpoSn\/4KTz4WQGZTwygq5Es5OJFhILmotm7dSufOnRM9w4kB0Ss6OlpY7CMqKor\/FsSEhg3BocCR0EpUOAgpD0NytBYV9kcOIhwOXxLSKRLfTwIpd9++fcYDGk6n8EEGkygqKuIDhgQiJVIrMpdRVLjJ39+fHj58yPkUIlOmtLy8PPbDdZwmtmzZQgcOHLD7mC5x7do1HhcLgKPv0NCQuPLvwXpcv36d6w7McdOmTZSbm0vPnj0THgawOfCVHhDUSnghChuuSeAamhpYRxTHuI7NNwdqXZze4IeUZg6kK\/ggMmEeeFWEvnLu2HfY8boA38\/T03NJQR4bG8s+2HP44LO85pLScVNT019RYaJv377l\/z1hAuZSEMIifJCXcerQCqRfvJ9ytAiFdVFrynkiQqn5oeGahGRTQzmG\/D4l1vph4yEu7Fltba3Z9UVkhA\/qJ7XxYJN8pBOpnFevXvE11Kx\/fE0LdR2dlaKLSkdzdFHpaI4uKh3NYVH9+ZGiN71p1xbD\/gOiUNkRaR2pRQAAAABJRU5ErkJggg==\" alt=\"\" width=\"149\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #17365d;\">DISTANCE COVERED IN N th SECOND<\/span><\/em><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">\u00a0:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: left;\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"680\" height=\"84\" \/><\/p>\r\n<p>&nbsp;<\/p>\r\n<p>&nbsp;<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Distance covered in nth interval can be obtained by subtracting the distance travelled in first (n-1) second from the distance travelled in first n second.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The distance travelled in first t second is given by<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"14\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"31\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">+\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"46\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The distance travelled in first (n-1) second can be given as\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"61\" height=\"26\" \/><span style=\"font-family: 'Times New Roman';\">+\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGEAAAAhCAYAAADJXsXPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVsSURBVGhD7ZpbSFRdFMcN7IJagqkIYuaNCjNBKCO8oYQoeMNEQ\/TBpFIJKkXMjAIfhEp6UZC84N0HFbwgKBqFdhFRsXwIhYIoSzST0iS1XH3\/NXumMzOOzogzjh\/nBxvPWmefcc\/5773W3kstSGbHkUUwA2QRzAAtEWZnZ+nHjx\/CkjEFKhGWl5fp4cOHZGFhQc+fPxdeGVPAIkxNTdHly5epo6NDFmEHUAtH379\/l0XYAWQRzABZBDNAFsEMkEUwEX\/+\/KHV1VVaWVnhn2tra+KOhghzc3MswpMnT4RHZjuoq6ujffv20djYGC0uLtLp06cpLCxMJQSLgDMCtqinTp1StZSUFJqYmOBOpgADevXqFeXn5wvP7gDjvn79Or1580Z4tGltbVWb2CMjIzzZ3759y7baStgpsDyDg4MpNjbWbE\/rCCcNDQ1UWloqPP\/4\/Pkz+fv7U1JSEk\/ozejv72cR5ufn2TYLEY4fP07p6enCMj9ev37NY8SLu3XrlvCqA5EuXLhAoaGhfK0LTLjAwEC6ffu28JiBCJcuXaLDhw8Ly7z49esXZWVlUUxMDBUUFGwoAkC8d3FxoerqauFRB6ErJyeHMjIyhEeBUUXAjOjt7eUYCL59+0YLCwt8rWT\/\/v307NkzYakzOTlJL1++FJYCxNbp6WlhGZffv39TT08PX79\/\/35TEQByGiYVBNQEz2ZmZgrrH0YTAckKg7548SLFxcWRu7s7OTs709DQkOhBVFtby32wbZOCuIrZl5CQwPe7u7tpZmaGHB0d2d6zZw99+fJF9DYN+oqAiYN+g4ODwqOgsbGRzp8\/Lyx1\/utvwQ\/p2\/Th2rVr3Ff6oqKjo9mHmKjk3Llz7JPumQFWC+IwwH3sLuzt7endu3eqLwkBTYm+IgAbGxsqLi4WFtHPnz\/Zh5WlBCFJKdS2r4SlpSWeqfX19cKjADMbCUmKp6cnHTlyRFjaQER8cTs7O\/r69avwKoR58eKFsEyDISJ4e3tTRESEsIgOHjzIz2q24eFhvr\/tIty7d49\/gVR1zHT4rl69KjwKjh49SuHh4cLSBmEIzzU1NQmPouwOkXWB+1h1hjR9tsWGiHD27Fle5fqy7SKcOHGCBysFhxL4Ojs7hUfBZiLk5ubycyinKElNTeVkrgskxPHxcYOaNETqYleJgPAiFQErAidw+LA7kuLh4UHHjh0TljbYc+MQJMXa2poCAgKEZToMEcHHx4fLEvqielvYTqJwV1ZWRiUlJZSXl8d\/adNMmpvh5ubGg8Vz+EwkoJqaGnJ1deX7yBlK\/Pz8VH01wY4J9zAOKZaWltTc3MzX0hVibAwRwdbWlu7evSuszVGJgMSHDP7x40e2P336RFZWVtTW1sa2vqSlpfFgg4KCWJCqqip6\/PgxOTg48HE9MjKS4zaA2OiruUUF2B3hXnt7u\/AoQD4oKiqi+\/fv082bN4XXeGD1fvjwgff\/GI+XlxfXiXSdVZRiDQwMCM\/mqERAXFQWlJSg2oe4bAj4nBs3bvDZoKuri30YcGJiIvvx3xxKsCpQXURc1uTp06f8GZpf9s6dOxQfH2\/w5NgqFRUVfOZZr63HgwcPWATNQ+lG6MwJeEEHDhwwSNGtEBUVxYe4\/wPIf05OTlRYWCg8+qFThOTkZLpy5YrBOcFQEIr27t1L5eXlwrN7QVHO19dXr0qqlHVFyM7O5qrmRtXA7QRxF7EeRbLdCFYAakInT57cUileS4RHjx7xH3SMvQI0geCVlZV05swZ4dk9HDp0iA+WW31naiL09fVRSEiIsBS0tLSIKxljoRIBywhZHfVuhAU0HJbWK73KbC8qEXDwwbZPs42OjooeMsaB6C+bt0IO2UVsAQAAAABJRU5ErkJggg==\" alt=\"\" width=\"97\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">The distance travelled in first n second is<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">+\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"49\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Hence distance travelled in nth second is\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"31\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"33\" \/><span style=\"font-family: 'Times New Roman';\">&#8211;<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"149\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"63\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">+\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"87\" height=\"31\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Symbol;\">\uf02a<\/span><span style=\"font-family: 'Times New Roman';\">This equation is often used to calculate the displacement in the &#8220;nth second&#8221;. However, as you can verify, different terms in this equation have different dimensions and hence the above equation is dimensionally incorrect.<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Symbol;\">\uf02a<\/span><span style=\"font-family: 'Times New Roman';\">Correct form is<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 0pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGUAAAAYCAYAAADjwDPQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAWGSURBVGhD7ZlrSBVBFMeVAp+oRSoIKmgWhpRQooIlfVEUoxAq1D4EolYoUmL0wQ8qaiSmKKkYGkVECn6RCoJ8pEGYgiiIiiaaL9R8PzKfp\/7H2duurt6uLy51f7C458zM3dn5z5w5OxqRAb3DIIoeYhBFDzGIoocYRNFDDKLIWFxcpDt37tCZM2eEZ39oa2sjf39\/+vDhg\/Ao0YjS3d1NFy5coODgYAoLCyM7Oztyd3en8vJyUePf5vv373Ts2DEqKSkRHiUTExN09epVioyMFJ7d0dfXR2fPnqUHDx4Izx9YlJmZGTIyMqLi4mJ2AnTCycmJcnJyhOff5efPn2RjY0MVFRXCoyQzM5Osra15jPZKFDA3N0fHjx+nhw8fCs86LEp2djY\/cG1tjZ0SiYmJ\/4UoV65coVOnTm16\/\/n5ebK1taVXr15xyNlrUcCnT5\/o8OHD1N\/fLzxCFCiFBzY3N7NT34mIiCBjY2PN1dXVxf7Lly9rfOfPn2efNrBK8O4fP34UHiWSUENDQzqL0tTURN7e3twfFxcXSk9PFyVKHB0dKSEhQVhClG\/fvvEDraysqLW1ddOM0Uew76HP7e3twrPOxYsXKSgoSFjaKSoq4t8ZHx8XHnV0FeX27dtkZmZGP378YLusrIzbqxEbG8tl0rhrapWWlpK5uTkXYgPq6OgQJfqJNMPl+yBeCjOysbFReLRz7do1\/p3V1VXhUUdXUdzc3DgxkOPr6yvulDx79ox\/e3BwkG2FdNPT0xQeHk4mJiZcCRvcblYN2ufm5gprb0G\/LCwsyMPDQ3iIQ5Cu6SwG6m\/a6CpKQEAA18\/KytKslq3AvoK69fX1bKuuJ6THUBoV6+rqhFd3EFqQ1ewXT58+5Qm0sLDA9vXr13lT1gWIstUMlqOrKLOzsxQYGMhtcKWlpW05wSGGVlEABhQV4+LihEc7UVFRnEpLLC0t7asoeBb6WFhYSCMjI5zC45m6sF+iSHR2dnJigrbnzp0TXiWqomCGIXRtBBXj4+P5vqenh1cQWF5eZlsOcnzU\/\/z5M9dDOikXBXvAwMAA3+8VmHnOzs7k4+NDjx8\/poyMDFGiBCtJ6vtGMJuxIWtjp6JIxMTEcHs18IGOMqTdgGvBgS95OQhb8NfU1LAtqYlNKS8vj9NPfPVj4BEzq6qquBxxHasMH0YoQ0aXnJzMGzIG7\/Tp0\/x7En5+fhzTt7u2482bN5znHzlyhCfCRry8vOj169ecVV66dImzNjk3b97kfmuL+7qIMjw8TKampoqJnp+fz+3VSElJ4bKpqSm2NaIgl8YAvHjxgqKjo3n2PHr0SBEHUW9ycpLvpVOA2tpatqW0WsogAERB56QXxupCHXRaAscbo6Oj217bMTY2xr+JBGUjEMDT01NYf8Ldly9fhIf4Hr6vX78KjxJswgUFBXTixAmud+jQIRYS47RVqMT7oe7Ro0dZjLt373I7pN9qhISEKL6rNNJh8JEWrqys8F+1TQkPkgNbWklbiSLfU6QBlIuyF6DPav11dXXdfITx+\/k4wZCDNBrhTw1pTNSu7ZCPJy61\/gGsbvQJq1lCfT1tARrLgb1bUezt7Xk1bXftFJwrITRIYGDwfIRfOdgPESmw+g+apKQkOnnypLDW2bEo0gtiLwHYQ7BEW1pa2IY4mAU4yJNAqEIbnJAeBLdu3VL0ube3l1NotcFHCMH5F5KYg+Ldu3dkaWnJE1rOX4vy5MkTcnBwoOfPn7P9\/v17tkNDQ\/n\/EACZGs5xkAJilSDjQJ23b99yOT4kYaemprJ9EGBfuXHjBr18+ZITjYaGBlGymfv37\/OKqaysFJ79Ad8w9+7d40mAibIRnVbK\/wAyJiQ4+wnO2aqrq4W1GaPfYSjRcOnTtZb4C1KBqw+lCMq\/AAAAAElFTkSuQmCC\" alt=\"\" width=\"101\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">+\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"125\" height=\"31\" \/><span style=\"font-family: 'Times New Roman';\">(1s)<\/span><\/p>\r\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 3pt; text-indent: -18pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: Symbol;\">\uf02a<\/span><span style=\"font-family: 'Times New Roman';\">Also note that this equation gives the displacement of the particle in the last 1 second and not necessarily the distance covered in that second.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 13:<\/span><\/strong><strong>\u00a0A particle having initial velocity u moves with a constant acceleration\u00a0<\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"12\" height=\"24\" \/><strong>\u00a0for a time t. <\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(a) Find the displacement of the particle in the last<\/strong><strong>1 second.<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong>(b) Evaluate it for u = 5 m\/s, a = 2 in\/s 2<\/strong><strong>and t =10 s.\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Solution :\u00a0 (a) The position at time\u00a0 t is<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0S= ut + <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAhCAYAAACr8emlAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAMdSURBVFhH7ZhdKHtxGMeXEkWUSG4lN+JKu1Eyt1y6WUrykpJtbqS8tYtdrCalyC7deSlSkuJC3LCxJq208lJEkrxuZd6+\/\/\/z7NmxN\/\/\/NJxd+NSv9jzndzqfPb\/fec7ZNEhxfgWTJUbw4uICPp9PIvVRBB8fH2G1WqHRaOByuSSrPix4enqKjo4OLCwspKZgiJubm1\/Bz\/IrmCwpIfj6+oqnpyceLy8vkg0SIXh5ecmCm5ubkvl+mpqaUFZWxtc+OjpCdnY2xsbG5KgIUg9sb29HRUWFMpqbm3F2dsaTvpOBgQEcHh5KBFgsFi5SiIgKpgKdnZ3qCY6Pj6OtrU2iWB4eHpCTk4O9vT3J\/LBgYWEhL2E8np+fUVVVhdnZWckE+TLB3d1djI6OYmJigisRDVUlLS0NU1NTWF1dxdramhwJUltbGyNHJC1Ie6agoADT09NwOp0oLS1FVlZWhOTk5CSqq6t5b3V1dcFgMKC\/v1+OgpfdZrNJFMnfczR8YiKjvLxcTnuHWkRjY6NEwMnJCc+l\/RaOTqfjfDQzMzNoaGjgXhgiLy9PPn1BBR0OB+7u7iQCbm9vWWRkZEQyQYqLi1kkmvT0dKUA4SPEl+3Bt7c33uihZh8uSMcyMzOxvr4umcRJWpD2Wk9PD\/Lz81FSUoLW1tYYQbfbzbmrqyvJJE5SgoFAAEVFRTAajVwlIt4SDw4Oco6eWARVOlEUQXpIb2xswG6387Owt7cXy8vLyoXjsbW1xRfe39+XDLCzs8O58H5XX1+vCJJcTU0Nf7lEUATpxxJ18fPzc46Pj4+RkZGB7e1tjuNxf3+P3NxcVFZWYn5+nqVaWlpYpq6uTmaB2wrl6E6mlrS0tCRH\/o8iSK86Xq9XoiC0p4aHhyWKDz3oaQ9SxWkFqELd3d08VlZWeA79SqR+qdfrP\/2m9OEe9Pv93AIODg4kow4fCtIS9fX1SaQecQXp3ZCW7F83yE8RI2g2m2EymVJCjogQXFxcjLj7SHJubk4idVAEQw2W7kh6Daeh1WoxNDQkM9RBEby+vua\/PqKHx+ORGWoA\/AEIqzBUu2O2ygAAAABJRU5ErkJggg==\" alt=\"\" width=\"40\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0The position at time\u00a0 (t -1 s) is<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"435\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Thus, the displacement in the last 1 s is<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"214\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"189\" height=\"40\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">(b) Putting the given values in (i)<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">\u00a0<img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"208\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"206\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">QUESTION 14:<\/span><\/strong><strong>A body moving with uniform acceleration covers 24 m in the 4th second and 36 m in the 6th<\/strong><strong>second. Calculate the acceleration and initial velocity.<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol: We know the formula for displacement in nth second.<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">For 4th second and 6th second we get two equations and two variables u and a.<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">So we solve the equations to get the values of u and a.<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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src=\"data:image\/png;base64,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\" alt=\"\" width=\"269\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"259\" height=\"31\" \/>\u00a0\u2026\u2026..2<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">solving both equations we get <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"64\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"111\" height=\"24\" \/>\u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">so from equation(1)\u00a0 <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"77\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #c00000;\">15. EQUATION OF MOTION BY CALCULUS METHOD<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><em><span style=\"font-family: 'Times New Roman'; color: #c00000;\">(Integration &amp;differentiation method )<\/span><\/em><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">First equation of motion:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Acceleration is defined as<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"54\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"76\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">&#8211;(i)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = 0<\/span><span style=\"font-family: 'Times New Roman';\">velocity =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAAYCAYAAAAs7gcTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEJSURBVDhP7ZEhboRAGIUJwa7CEBwSDBfBcApOsBqFJpBgcFwAgyIEBOEMKILFwCa7BAGCt51\/J5SmZmuain4J4r3\/m8nMIOAH\/MtnfkHOsgx5nvP0Yt93RFGEuq4pC9u2QZZleJ4HQRBQVRUNGOu6UlcUBeVj577vv8llWUIURVrEOOSmaUgex5E3gGVZUBSFp5Psui50XefpBVtsGAZPJ1lVVTiOwxMwzzPJvu\/zhsuPx4MGSZJQyTBNk7phGHjDZVawQRzHVNq2jbZt6XKMZVnAXu3LzpIk4XK5IAxDdF1HXRAE0DQN9\/v988y3242kaZp4A6RpSm\/Mfg7jkN\/hr8gfh7++9+3XJ+iJukDUft30AAAAAElFTkSuQmCC\" alt=\"\" width=\"11\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0(say)<\/span><span style=\"font-family: 'Times New Roman';\">and when time<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAYCAYAAACfpi8JAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEcSURBVEhL7ZPPqkVQFIfJwNALGClewTuYKeVFnInHUAxMzGRi4FGYGZNCioGUf+te7I6Se4\/Rdga++rX3WrXqq7U3AV\/CI3LkETnyiBy5RaQoCuA4DpqmQZ2bRIIgAJZlUbWBXWQYBiBJEnieB9M018RxfC4yjiOkaXo58zyjyf+Joghs2waCIECWZXAcZ02WZecieZ6DKIqX0\/c9mvxMVVWrSBiGqLOBfTW+7wNN06jawS4iSRIIgoCqnVORuq5B07TLWd7UVZa1qKqKqp1TkbZtwfO8y5mmCU1+ZhFxXRdVAGVZrif21SwilmWtd13X31K3iFAUBQzDgKIo76+PXaTrOjAMA5IkQZ0N7CJ\/8Ygc+R6R31f7uj\/z6wcIVCT67cdenwAAAABJRU5ErkJggg==\" alt=\"\" width=\"34\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0velocity\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"37\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0(say)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Integrating eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0(i) we get<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"30\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0= a<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"39\" height=\"32\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"92\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"88\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(b) Second equation of motion:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Velocity is defined as <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"79\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0&#8212;(<\/span><strong><span style=\"font-family: 'Times New Roman';\">2<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = 0 than velocity = u (say)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time t = t <\/span><span style=\"font-family: 'Times New Roman';\">than velocity = v (say)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Integrating eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n <\/sup><\/span><span style=\"font-family: 'Times New Roman';\">(2) we get<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"41\" height=\"30\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"268\" height=\"32\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"46\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">( C) Third equation of motion<\/span><\/strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">:-<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">By the definition of acceleration &amp; velocity\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"124\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"19\" height=\"34\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"22\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0v<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"92\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">&#8212;(3)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = 0, velocity\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"24\" \/> <span style=\"font-family: 'Times New Roman';\">distance travelled = 0 and\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = t, <\/span><span style=\"font-family: 'Times New Roman';\">velocity =v, <\/span><span style=\"font-family: 'Times New Roman';\">distance travelled = s<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Integrating eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">&#8212;(<\/span><strong><span style=\"font-family: 'Times New Roman';\">3<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">)<\/span><span style=\"font-family: 'Times New Roman';\">we get\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"140\" height=\"30\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"24\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"48\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"font-family: 'Times New Roman';\">a s =\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"60\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"86\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><span style=\"font-family: 'Times New Roman';\">v<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>2<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">-u<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>2\u00a0<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">= 2as<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Fourth equation of motion:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">By definition of velocity <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"33\" height=\"24\" \/><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"34\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"323\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"150\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0&#8212;(<\/span><strong><span style=\"font-family: 'Times New Roman';\">4<\/span><\/strong><span style=\"font-family: 'Times New Roman';\">)<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = (n-1) second, distance travelled\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAYCAYAAABN9iVRAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIrSURBVFhH7Ze9jylhFMZZiUahoZHQ+gvYYiMhEjQalUKh8R+QEFGoFUIiQkOhoFFoCYlG4dtmC4koRCMShPiIr+dmXq+9e28kOyt3x97wS04yz3nPTOaZc+bNDA93zMP8vfIwf688zN8rD\/P3ys3Mt1otRCIREoPBgGa55aL5w+GA4XDIOvb7PT3zc0ajEXg8HtRqNRKJBFQqFfh8PorFIq3gjovmJ5MJnp+fWQdjiC1+vx8SiYSqE3q9HtPplCru4Hzs4\/E46Xw+n6cZ7liv1\/ToBOfmV6sVtFoteQB2ux2LxYKufB+9Xg9ms5k8+I9cNM\/ckNPpZB2z2YyeyZ5kMgmxWAylUonlckmz\/xbmug6HA16vFwKBgJ35zWaDdDrNOtjefKfTwXa7pQpot9tkAt7e3mgGyOVysNlspAHMlPh8Png8ni9tqh85N0YoFLIz\/10w416pVKgC5vM5Mf\/6+kp0LBYjm+3LywsymQwMBgMKhQKpSaVSpOZabmqe6ThjQiQSIRAIIBQKvY\/9brejVSAdZup0Ot17txUKBUqlEjm+lpt3nvl+6Ha7CIfDJMbjMV35zXkazq9Sv9\/\/Q0ulUjw9PX0af3Nz82wol8uQy+VUAcFgEEajkarr+S\/Mm0wmaDQaqgCr1QqXy4VGo0HiWhjz0WiUqhM\/zrzFYkG1WqUKqNVqJNdsNmnma2SzWbjdbshkMrJ3MP8S9XqdrP0481zCOx6PrvuMo+sXi5NjDzEpptMAAAAASUVORK5CYII=\" alt=\"\" width=\"63\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When time = n second, distance travelled\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"44\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Integrating eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">\u00a0(4) we get,<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"161\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">+<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"30\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"18\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">&#8211;<\/span><img loading=\"lazy\" decoding=\"async\" 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h75gLTrBfDoEK493pBkgSWSBASue0L1vV5gCeIgWJCHhMez69cNJBBsIzyOIplgiSTBQHQxXhoeiRAr93o4wLl36tRJPXzuNIx4Bo4IIrYJd\/DytQ8FlkgSCBi5UQNwlWLQBujrGF1DDbKLFZCm2NndCWSECsQiRicYcO2J6iZ4zuvXPhRYIkkQMGlxxaMGuD1iLD6C\/0iE9ApQzXCbulMVGB+Rl\/GYfmCMq0RGu1UwVDNiqEKpReI1WCJJEPBkNzwb1KlAJTAtLS1NDX\/+rvt4BSoB5wyRuMdBtilZ5ZMmTXKOjB8QVWwib93nTJwVXjOvXPvswBJJgoAs7tTU1ICNXdErcTskiZE8FmgcNPJX4g3kZwU6V1p6enpSxExZIkkQsJMT9He25hWgJgQ6f9Pi0YiZKNc+dIj8D0CgUIENtW8DAAAAAElFTkSuQmCC\" alt=\"\" width=\"274\" height=\"46\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"187\" height=\"40\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">16. MOTION UNDER GRAVITY:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When body is thrown upwards or body is falling freely under gravity than acceleration of the body changes into acceleration due to gravity.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Equation of motion for a freely falling body:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">For a freely falling body, the following equation of motion hold good.\u00a0<\/span><\/p>\r\n<ol class=\"awlist5\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\r\n<li style=\"margin-top: 5pt; margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"89\" height=\"24\" \/>\u00a0<\/li>\r\n<li style=\"margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"135\" height=\"33\" \/> \u00a0<\/li>\r\n<li style=\"margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHUAAAAYCAYAAADEbrI4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVmSURBVGhD7ZlZSFVdFMcdSTEIwTQRKUpxwBeLVLRQIczQh0zLqR7SIAjCUBxeQhRB8cUHHwUVSkVSTEgFcyBQQhxyQszEIfQhtTRzrHT1\/dfZ53ru1U+81\/Qe7P5g41nr7Hvde6+917CvGZk4cZiMegIxGfUEordRf\/z4QRMTE9TX18d\/t7a2xBv1sL6+Tp8\/f+Yxfvz4kX7\/\/i3e\/BvoZdTXr1\/TqVOnqLm5mUZGRsjX15euX7+uKsO+f\/+erK2tqbKykiYnJyk8PJwcHBz+KcPqZdS3b99SW1ubkIh6enrIzMyMRkdHhcb4fPjwgSoqKoQknVqMsb29XWhOPoeKqe\/eveMFW1xcFBr1sbq6ymOcmZkRmuNncHCQUlJSKCEhgR4+fEg1NTXizdFgsFHhcuF6MzMzhUadYCFDQ0OFdPwEBASQq6srG3Z+fp5KS0t5k8XHx4sefx+DjZqRkUFJSUmqTJRkSkpK6OrVq0aNp8HBwbS2tiYkCWwyGPbbt29C83fRMurw8LB42mFqaorjkpLc3Fx68OABbW9vC83xgEx2ZWVFSDtg3LOzs0KSQFxFIqfGTYdTCqPOzc0JzW6wEZS5ytLSknjSBhUI5q98z0ZFwuPo6Mj\/CDsLbG5u0sWLF+ns2bNkYWHBsQm8efOGLl26dKwGxaZycnIid3d3HqOS8fFx1pWVlQkNUX9\/P49ZrRmvp6cn2dvb77mGGPOZM2d4ThEREWRlZcV2uHXrlughgaQVlYiHhwddu3aN+8PNA16h5ORkFgIDA8nPz4+fUb58\/\/6dn\/EBGBW7\/vTp0\/Tr1y9Ngxvu7e3lfkdFV1cXGxZxSdeo1dXVrBsbG2MZC4UFg2uTx9jQ0EC1tbX8fi+GhobI0tLywO0wpx8ll7m5OdXX1wvNDhg75nL+\/HmhkbJ56PLy8oRGwsbGhss2GRzMkJAQftaskPyFkZGRQiOBznZ2dvwMo587d25Xw2IfB4iRukZNTU3l3SyTnp6+5xhhWGODKgHjf\/z4sdBogwxZOReADYfP6JZkOKVPnjwRkjaaFUKs2usfxsXFUUdHh5D0AzEBi3zQlpOTIz65N3Av2KEy2IgXLlygGzduCI16QThD+Ngv68XcYmJihCTx4sULtotuUvX06VPWw\/XqxmaNUVHHoZOyhvr69Sv5+PgYHJu+fPnCMfigDXFiP+BWi4uLhUScHGHMaWlpQmMYGxsbfPt00KYv2Hw3b96kO3fuCM1ulpeXeS5IBpXAc2Iz7EVLSwu5uLiQra0t5xEyGqMODAxofSkMiV2AREQN4M4Z45N3JRYqNjaWda2trawzFMwxKCjowE3fmArv5+3tLSQJ5Cg4vTLIYDEXJZ2dnay7d++e0EgoK4CfP3+Ss7MzXblyRWgURm1qauIvQGIBkAAd9c2HPmBXYnzyQuTn53PyAJ2czquxfMGPCoiTWHwluFlqbGwU0o5R0R\/AC0VFRbGusLCQdWBhYYEuX74sJIlnz56xR5XRGBVxE1+AxAiu4tWrV+KNOpCzQJQDYWFh9OjRI801ZXd3NyUmJh55Fm4IcI1ubm509+5dTYNLxbh1E0wYH6VYdHQ0l5hyto\/sXwZZPHRVVVU0PT2tkbOzs0UPhVGRmaFGzcrKMuo96X7g0sPf35\/Ky8tZRhzCIiH5UMYUtYCf\/zDe\/2tyGQYQ7pBTQI+sFleKL1++ZIMp3TROcFFREd2+fZv7YgPU1dWJtxLaTtyEUcDFQkFBgZB28PLyMiizNxnVyOA04zTClSpBNQC9IeWkyagqQC5LcMGARAk1KGLr8+fPRQ\/9MBlVJeDa8P79+5wf4Oe5w2D2X733ydROUtv+9Afzn\/fmQsMpiAAAAABJRU5ErkJggg==\" alt=\"\" width=\"117\" height=\"24\" \/>\u00a0<\/li>\r\n<li style=\"margin-left: 54pt; margin-bottom: 3pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"190\" height=\"31\" \/><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When a body is thrown vertically upwards then eq<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt;\"><sup>n\u00a0<\/sup><\/span><span style=\"font-family: 'Times New Roman';\">of motion becomes :-<\/span><\/p>\r\n<ol class=\"awlist6\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\r\n<li style=\"margin-top: 5pt; margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"85\" height=\"24\" \/>\u00a0<\/li>\r\n<li style=\"margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"131\" height=\"33\" \/> \u00a0<\/li>\r\n<li style=\"margin-left: 54pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIsAAAAYCAYAAADK6w4SAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAWgSURBVGhD7ZpbSFVNFMdFy1AzRfACSmqhpoZPXh4UNMEoAsWHJDX0IUFExCi8QQU+ZCgokiSK+RIoSkgQomYp4iVRKpDUNO+idEHLS2lpnhX\/dWYft3b8OueUfYfj\/sHQnjWzdZz5z8xaa2dGCgo6oohFQWcUsSjojN5i+fLlC01NTdGrV69oYmKCtra2RIvx8O3bN5qbm+MxvnnzhjY3N0WLwp+gl1geP35Mhw4dopaWFl6EoKAgCg4ONirBDA0NkZWVFd27d49FnZCQQGZmZopg\/gJ6iaWtrY2ePn0qakSvX7\/mhcC\/xsLY2BiVl5eLmhoI\/NGjR6KmYCh\/5LP09fWxWBYXF4XFOLGwsKDJyUlRMx1mZ2fp1q1bdPnyZT5By8rKRMv+YLBYcPVERkZSRkaGsBgn165dI29vb1EzHS5dukT29vbU0dFBCwsL1NPTwxv35MmTosffx2Cx3LhxgxITE43SwZVoaGggPz8\/2tjYEBbT4eLFi9Td3S1qatLT01kw+3WK7hDL4OCgeNpmZmaG1tbWRE3NnTt3KC4ujlQqlbD8G+Cwfv78WdS2wbinp6dFTU1zczOdPn2aI6ODwt27d1ksw8PDwqKd0dFRnkvw48cPWl9f5+fdIIjB3ErrzGJ5+fIlOTk58S8KCwvjhu\/fv\/OR5uzsTObm5rSyssJ2OLiurq7\/VCgYi4eHB506dYrH+OnTJ9FCfATDhrtb4u3bt+zUrq6uCsvB4MyZM+yf7XXaI4q1trbm+bpw4QLZ2tpyqa6uFj3U4NTCmuPnHT16lPufPXtWLZYrV65wp9DQUAoMDORnhMnLy8v8jM54xiCOHDnCYahU8vPzqbe3l\/vtF1A3xIodgbF8\/PhRtBANDAywDYIHEPHx48dpfHxcM0aE05WVldyuDRzbmGRdy9LSknjTeMDaYB6ys7OFZSddXV3cLo8KscFgw4aTaG1tZRtuFInk5GSqra3dvoYwyeh0\/vx5YVGDxJaNjQ0\/Q2kuLi6\/lBcvXnD7fvPw4UMeIxKDEsXFxbyAEgibtY3xwYMHoofpAaEcO3aM3NzchGUnaPfx8eGoSU5BQQHZ2dmJmhpc35jj3f4Q0IgFC4BOKSkpwqImKSmJ2tvbRU0\/4EdkZWXpXPLy8sSb2gkPDydLS8sdxywmwd\/fX9SMm5s3b2r9u\/cqus47NviJEydE7Vc6Ozt5bXdvaojL3d1d1LZBshX9b9++zS6AhEYs8\/Pz3AG7VwK+AZxEHOWGgPxLY2OjzqWpqUm8qR0vLy+ecImvX7\/ymGNiYoTFMBAtweHTtcjFqg9PnjzR+nfvVeB7\/Y7r16+Tr6\/vf65RZmYmz5P8RAawpaamitpOrl69yi4H\/FYpmtSIRcrGwi8AmJCIiAgaGRnh+v+NJAy5f5SWlsY2ucANAd+R4K\/pWozFca6oqCAHBweNbwmwbrvHB58D8yQHIoFNfnohKpKnGZANP3z4sOYK1\/wEqB4vSwrNzc2l+vp6fjYGIBKMTxIzHFaE8LBJDhrCwIMCHFBENrvTHdg4SETKkcQiOeY1NTU8f4h45BQWFtL9+\/dFTQ2iZNiBRixSBhD32rlz54xKKAAxP8aHuxlhX3R0NL17945tEBJOGYSGB4WoqChOayDMlRfMR11dneilpqqqiu3wRbC2SKaWlpbyB1c5yJ1hfjGfECNEh\/c+fPjA7RqxINmFaycnJ4ePZWOkpKSEQkJCNB8KcWTCw4+NjaXnz5+z7SAAXxLzsFeRbxpcLbiaioqKuA0iwQmM6wsRlBx868P6I+pFX3zKkX8k3nmRKZgUCFocHR21\/q8AXEHIpemDIhYTBj4drqrdBAQE8PWiL4pYTJj+\/n4WBVILeH727Bl5enqy7f3796KX7ihiMXGQW0GIHR8fzwXpfEMxU6lUY0pRyu+LauwnYB8KPhKV\/3wAAAAASUVORK5CYII=\" alt=\"\" width=\"139\" height=\"24\" \/>\u00a0<\/li>\r\n<li style=\"margin-left: 54pt; margin-bottom: 3pt; text-indent: -36pt; line-height: 115%; font-family: 'Times New Roman'; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"186\" height=\"31\" \/><\/li>\r\n<\/ol>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">When body is falling freely than acceleration is taken +ve &amp; when body is thrown vertically upwards then acceleration is taken negative.<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"\" width=\"125\" height=\"120\" \/><strong><span style=\"font-family: 'Times New Roman';\">\u00a0QUESTION 15<\/span><\/strong><strong>: A ball is thrown upwards from 40 m high tower with a velocity of 10 m\/s. Calculate the time when it strikes the ground.\u00a0<\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"130\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">Sol: <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"272\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"102\" height=\"24\" \/>\u00a0(at the point where the ball strikes the ground)\u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\">As <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"143\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: normal; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"318\" height=\"24\" \/> \u00a0<\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #c00000;\">17. DERIVATION OF EQUATION OF MOTION BY GRAPHICAL METHOD:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">Equation of motion by graphical method:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Consider an object moving along a straight line with initial velocity u and uniform acceleration a. suppose it travels s distance in t time. Here,<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"125\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"123\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"122\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(a)First eq<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt; color: #17365d;\"><sup>n<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">\u00a0of motion:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">We know that <\/span><span style=\"font-family: 'Times New Roman';\">Acceleration = slop of velocity time graph AB\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"69\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"253\" height=\"280\" \/>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"73\" height=\"40\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"83\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(b)Second eq<\/span><\/strong><strong><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 9.33pt; color: #17365d;\"><sup>n\u00a0<\/sup><\/span><\/strong><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">of motion:-\u00a0<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">As\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"124\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFwAAAAZCAYAAAC8ekmHAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAASNSURBVGhD7ZdZKH1fFMeRjBGieKA8UGRIkshQRIbyoJQM4cGbEm+kFKGUB1HKmKEIIcqQB5kpc4ZSkilDyJjZ\/rfWWce5s3Op4\/ev86nVvft71t5n73XX3ntdAyYjKXLAJUYOuMTIAZcYvQP++vrKDAwM0Lq6ukiVEcuPMry8vBwD7uzsTIpubm9vWWhoqJLFxcWxvLw8dnZ2Rl7KFBQUqPUBy8zMZJubm+T1\/+NHAX96evrK8tTUVFJ109DQgP4jIyNsf3+fTUxMME9PT9R6e3vJS+Du7g6fhYeHoz\/Y8vIyc3d3R\/34+Jg8\/13e39+Zj48PW1xcJOUXZ\/jq6iouHKyyspJU7UDGmpub4yR43t7emIeHB44BAVYEMh\/0kpISUjiur69Rr6qqIuXfZWFhAed6cXFByi8vzb6+PhzQ1NSUFO0YGxszX19fagm0t7fjGFNTU6RwzM3Nob6yskIKx8bGBuqQ7X\/J+fk5a2lpYTMzM9je29vDT0UiIiKYjY0Nq6+vR5ucnFQPOFyKNzc3og0WD1ZcXEwjqHN\/f48+CQkJpAjs7u7is9LSUlI4ioqKmJWVFbU4Xl5ecEdYWFgo7ZTvgN2jae6aDN6hi8fHR+bv74+7FXZZcnIyMzQ0xDXwwI8BAQYtODj4K+CYLOTzBTj91LRxeHiIz8fGxkgR2Nrawmc9PT2kcDg6OjIHBwdWWFiIFh0dzSwtLVl+fj4eRfoQExPDvL29RVl\/fz\/1Uufj44OFhITgTlWcA8xVdf1XV1eo1dTUkMKhFqX4+HjRBgOCubq6su7ubhpBnaamJmZkZKQxezo6OnAM+PV5Hh4eUINADQ0NoWVkZDATExPW3NxMXtIzODiI81I95uzt7Vl6ejq1OKanp9F3Z2eHFA7taakDCAhkHQzo5uZGqnagGtFWQkKpB+NA6cjD74jx8XFSOHJyclA\/OTkhRVoSExOZl5cXtTgg0yER5ufnSeGorq7G81sVvQMOZycsGqyzs5NU7cA2BF8\/Pz9SBKDigGMCSr\/Pz09SGWtra8M+UH4qwuvr6+ukiAOqKKiSxNjS0hL1UgYCC+9OSUkhhaOiogL15+dnUjjgwoyKiqKWgF4Bz87OxsFtbW3Z8PAwqbqBiUCfuro6UgRiY2Px2cHBASkcMFEXFxdqCWRlZWn0\/46BgQE8usSYpmoDgB0I705LSyNFSBjQIbF4+DXDfHkuLy\/xU3TA+a2vWr59B5RN0A8mpwj\/442OjpLCwe+gwMBAUjggEGZmZnixKS5OKuD+gXmFhYVhGy5FuDyTkpKYk5MTakdHR\/gJdTf48n8KYWfCEQyICjjU2TCA4sUmFijtoH9raytennDZgmZnZ8e2t7fJS+D09BTfFRkZiX0aGxvxOwQb\/rVBWfZX5Obm4tysra3xfwWUfwEBAfi9rKwMKxiAP36gUIBzPCgo6KuM\/TbgcLYqnq\/6AGd8bW2tksFFqHreKaLqDzY7O0tP\/x4obVVLWDgu+ezmgfsHEmxtbY0UDr0vTZnfIQdcYuSAS4wccImRAy4xcsAlRg64pDD2H4MZL\/i5d4R0AAAAAElFTkSuQmCC\" alt=\"\" width=\"92\" height=\"25\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Distance travelled by the object in t time is\u00a0<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">S = Area under the trapezium OABE<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">= Area of rectangle OADE + area of triangle ADB<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"209\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman';\">=\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"127\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-left: 18pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"142\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><strong><span style=\"font-family: 'Times New Roman'; color: #17365d;\">(C)Third equation of motion:-<\/span><\/strong><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Distance travelled by object in time t is<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">S = area of trapezium OABE<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"195\" height=\"44\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"201\" height=\"44\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Also acceleration<\/span><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"325\" height=\"24\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"77\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"125\" height=\"44\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or\u00a0 <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"107\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">So <\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"223\" height=\"33\" \/><\/p>\r\n<p style=\"margin-top: 5pt; margin-bottom: 3pt; line-height: 115%; font-size: 14pt;\"><span style=\"font-family: 'Times New Roman';\">Or <\/span><img loading=\"lazy\" decoding=\"async\" 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the link given on the end of the [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"default","ast-site-content-layout":"normal-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center 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vartmaaninstitutesirsa.com to download pdf notes of motion in a straight line click on the link given on the end of 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