L varies directly with the square of the root of N
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L varies directly with the square of the root of N
L varies directly with the square of the root of N
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Answer:
When acceleration due to gravity (g) is constant, the time period (N) of oscillation of a simple pendulum is directly proportional to the square root of its effective length (L). So, L∝√N , when g is constant.
Again, a Direct Square Variation is when y is proportional to the square of x, or y=k{x}^{2}.