A simple pendulum oscillates with an amplitude of 2xx10^(-2)m. If the force acting on it at extreme position is 4 N. Then the time that another simple pendulum of length 81 cm takes to execute the same number of oscillations is

A simple pendulum oscillates with an amplitude of 2xx10^(-2)m. If the

1.	A simple pendulum oscillates with an amplitude of 2xx10^(-2)m. If the force acting on it at extreme position is 4 N. Then the time that another simple pendulum of length 81 cm takes to execute the same number of oscillations is
Answer» 4N 3N 2N 1N Solution :`(F_(m))/(F_(e))=(kx_(m))/(kx_(e))` `=((A)/(2))/(A)=(1)/(2)` `F_(m)=(F_(e))/(2)=(4)/(2)=2N`

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A simple pendulum oscillates with an amplitude of 2xx10^(-2)m. If the force acting on it at extreme position is 4 N. Then the time that another simple pendulum of length 81 cm takes to execute the same number of oscillations is

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