The displacement versus time graph for a body | vedclass

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(C) According to Newton's first law of motion,if no net force acts on a body,it will either remain at rest or move with a constant velocity.In a displ

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$cd$

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(C) According to Newton's first law of motion,if no net force acts on a body,it will either remain at rest or move with a constant velocity.In a displacement-time graph,the velocity is represented by the slope of the graph.- In region $ab$,the slope is changing (curved),indicating acceleration.- In region $bc$,the slope is zero (horizontal),indicating the body is at rest.- In region $cd$,the graph is a straight line,which means the slope (velocity) is constant.- In region $de$,the slope is changing (curved),indicating acceleration.Since the velocity is constant in region $cd$,there is no acceleration,which implies that no net force is acting on the body in this region.

The displacement versus time graph for a body moving in a straight line is shown in the figure. Which of the following regions represents the motion when no force is acting on the body?

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