The time period of oscillation of a simple
pendulum varies directly to its length l as l^n
the value of 'n' is
(A) 1
(B)
(D) -
(C) -1
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Explanation:
The time period of simple pendulum can be written as
T=2πgl
l= length of pendulum
g= acceleration due to gravity at the position of simple pendulum.
Now when g is unchanged and as 2π is constant, T will only depend on length as the square root of it. So our given statement is true.
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