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A car is moving in a circular path of ra...

A car is moving in a circular path of radius 100 m with velocity of 200 m/sec such that in each sec its velocity increases by 100 m/s, the net acceleration of car will be - (in m/sec)

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To find the net acceleration of the car moving in a circular path, we will consider both the radial (centripetal) acceleration and the tangential acceleration. Here’s the step-by-step solution: ### Step 1: Identify the given data - Radius of the circular path (R) = 100 m - Initial velocity (V) = 200 m/s - Increase in velocity per second (a_t) = 100 m/s² (this is the tangential acceleration) ### Step 2: Calculate the radial (centripetal) acceleration ...
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