In a simple pendulum the period of oscillation `(T)` is related to the length of the pendulum `(L)` asA. `(l)/(T)` =constantB. `(l^(2))/(T)` =constantC. `(l)/(T^(2))` =constantD. `(l^(2))/(T^(2))` =constant

In a simple pendulum the period of oscillation `(T)` is related to the

1.	In a simple pendulum the period of oscillation `(T)` is related to the length of the pendulum `(L)` asA. `(l)/(T)` =constantB. `(l^(2))/(T)` =constantC. `(l)/(T^(2))` =constantD. `(l^(2))/(T^(2))` =constant
Answer» Correct Answer - C (c) `T=2pisqrt((l)/(g))implies (l)/(T^(2))=(g)/(4pi^(2))`=constant

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In a simple pendulum the period of oscillation `(T)` is related to the length of the pendulum `(L)` asA. `(l)/(T)` =constantB. `(l^(2))/(T)` =constantC. `(l)/(T^(2))` =constantD. `(l^(2))/(T^(2))` =constant

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