Question

relationship between time period and acceleration due to gravity

Answer 1

The time period of a simple pendulum depends on the length of the pendulum (l) and the acceleration due to gravity (g), which is expressed by the relation, For small amplitude ofoscillations. If we know the value of l and T, we can calculate theacceleration due to gravity, g at that place.
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Most of the time when we come across the situation when we have to deal with time and acceleration due to gravity, then it is the case of simple harmonic motion (SHO) which comes under Oscillations. The time period of a body (simple pendulum of length L) which is executing SHO under the influence of gravity of earth is given by the standard relation

T=2π (L/g)^1/2 (Say as T equals 2pi into root of L by g)

Where g= acceleration due to gravity and L is length of the simple pendulum.

Answer 2

Answer:

T=2π (L/g)^1/2