How will the period of oscillations of a mathematical pendulum change with an increase in the amplitude

univerkov | May 21, 2021 | education

How will the period of oscillations of a mathematical pendulum change with an increase in the amplitude of its oscillations by 2 times?

The period of the mathematical pendulum T is determined by the formula: T = 2 * п * √ (l / g), where п is the number pi, l is the length of the thread of the mathematical pendulum, g is the acceleration of gravity.
The period of the mathematical pendulum depends only on: the length of the thread of the mathematical pendulum l and the acceleration of gravity – g.
As you can see, the period of the mathematical pendulum T does not depend on the amplitude of its oscillations.
Answer: with an increase in the amplitude of the mathematical pendulum, its period T will not change.

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