If the displacement of the object is directly proportional to square of time, then object will move with constant acceleration. State the statement is true or false.
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Explanation: If the displacement of an object is proportional to square of time, then the object moves with. From s=ut+12at2, s=12at2, when u=0. i.e., when acceleration is uniform, s∝t2.
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The given statement is false.
If the displacement of the object is directly proportional to square of time, then object will not move with constant acceleration, its move with uniform acceleration.
When the rate of change of velocity with time of a body is constant then the object is said to be uniformly accelerated.
Or in other words in uniform acceleration, the displacement of an object is proportional to square of time.
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