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Simple Pendulum

Easyphysics

A grandfather clock keeps time using a simple pendulum, and its bob swings with a period of exactly 2 s at a place where g equals 9.8 m per second squared. What is the approximate length of this pendulum?

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About This Question

Subject
physics
Chapter
oscillations and waves
Topic
simple pendulum
Difficulty
Easy
Year
2025
Tags
simple pendulumtime periodpendulum lengthsmall angle approximationgravitational acceleration

Solution

Correct Answer:

A simple pendulum oscillating through small angles behaves as an SHM system with period , where is the length and is the gravitational acceleration. The restoring agent here is the tangential component of gravity, which for small angles is proportional to displacement. Solving for length gives . Substituting and , we get . The value wrongly uses or halves the result. The value simply copies the period as if it were a length, which is dimensionally invalid. The value omits the denominator and instead divides only by 4. This is the classic seconds-pendulum result discussed in NCERT oscillations. As a plausibility check, a seconds pendulum is historically known to be about one metre long, confirming that is the physically expected answer.

This easy difficulty physics question is from the chapter oscillations and waves, covering the topic of simple pendulum. It appeared in the 2025 exam.

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