Physics Velocity and Acceleration Problem

Physics Velocity and Acceleration Problem

A slider moves over a curved guide whose shape in the vertical plane is given by x = βηβη

, y = βcos(hηβcos(hη).

Starting from x = 0, the speed is observed to vary as υυ = υ0υ0 (1-ks), where ‘ s’ is the distance traveled and ‘k’ is a constant.

Derive expressions for the velocity and acceleration of the slider as functions of ‘ x ‘.

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