A small-angle pendulum of the same length would swing more slowly on the Moon than on Earth. Because lunar gravity is about one-sixth as strong, a swing cycle takes roughly 2.46 times as long, assuming a freely swinging pendulum and negligible friction.
Why gravity determines a pendulum’s pace
A pendulum is a weight hanging from a string or rod that swings under gravity. Gravity pulls the bob toward its lowest point; inertia carries it through. With weaker gravity on the Moon, the restoring acceleration is smaller, so the bob takes longer to complete each back-and-forth cycle.

Compare one meter of string on Earth and Moon
For small swings, the approximate period is T = 2π√(L/g), where L is length in meters and g is local gravitational acceleration. A one-meter pendulum on Earth (g about 9.81 m/s²) takes approximately 2.01 seconds per cycle; on the Moon (g about 1.62 m/s²), approximately 4.94 seconds. Divide 4.94 by 2.01 to get about 2.46.
Does a heavier bob change the answer?
For the ideal simple pendulum, mass cancels from the period equation. A heavier and a lighter bob on the same length of string have roughly the same small-angle period in a given gravitational field. Real pivots, air drag on Earth, and large swinging angles can introduce differences; the Moon essentially has no atmosphere to create ordinary air drag.

Try a tabletop model safely
Tie a small soft object to a short string, move it only a small angle, and time several complete cycles on Earth. You cannot recreate lunar gravity with a shorter string and pretend it is the same experiment, but you can use the formula to calculate what the same length would do on the Moon. Avoid swinging anything heavy or sharp.
Frequently asked questions
Would a pendulum clock keep accurate time on the Moon?
A conventional Earth-calibrated pendulum clock would run slow on the Moon unless redesigned or adjusted for the lower gravity.
Would swinging harder fix the slower period?
No. For small swings, pushing harder does not change the period much. Larger angles complicate the simple formula and generally lengthen the period.

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