At the extreme displacement of a pendulum, which statement is true?

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Multiple Choice

At the extreme displacement of a pendulum, which statement is true?

Explanation:
The main idea is that the restoring force on a pendulum grows with how far it is displaced from equilibrium. At the furthest point, the pendulum’s velocity is momentarily zero, but the gravity component pulling it back along the arc is largest in magnitude because it’s proportional to sin of the angle. That tangential restoring force points toward the vertical and is strongest when the angle is largest, so the restoring force is at a maximum here. The speed (and thus kinetic energy) is zero at this instant since the pendulum just pauses before reversing direction. So the correct statement is that the restoring force is at a maximum.

The main idea is that the restoring force on a pendulum grows with how far it is displaced from equilibrium. At the furthest point, the pendulum’s velocity is momentarily zero, but the gravity component pulling it back along the arc is largest in magnitude because it’s proportional to sin of the angle. That tangential restoring force points toward the vertical and is strongest when the angle is largest, so the restoring force is at a maximum here. The speed (and thus kinetic energy) is zero at this instant since the pendulum just pauses before reversing direction. So the correct statement is that the restoring force is at a maximum.

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