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Given:
A mass hangs on a string on point P. Mass starts from Point 1 swings to point 2 and performs Oscillatory motion until it comes to rest at point 3.
To find:
Point at which the ball will possess the maximum amount of kinetic energy
Calculation:
This is an example of damped oscillatory motion (Damped SHM).
In any SHM, the maximum velocity is attained by the object at the mean position. Hence the mass will have maximum velocity at point 3 when it swung from point 1 to point 2 for the first time.
Hence , the mass will also have maximum kinetic energy at point 3 when it crosses that point for the first time.
Hence final answer is:
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