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3) the maximum angular displacement of a pendulum in simple harmonie motion is theta,max then the
kinetic energy is equal to the potential energy when the angular displacement is given by
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3 the maximum angular displacement of a pendulum in simple harmonie motion is thetamax then thekinetic energy is equal to the potential energy when the angular class=

Respuesta :

Answer:

B is correct

Explanation:

Maximum Kinetic energy= Work done.

Now, Work done=mgh=mg(L−Lcosθ)=mgL(1−cosθ)

Option B is thus correct.

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