If the frequency is doubled, what happens to the period?

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Multiple Choice

If the frequency is doubled, what happens to the period?

Explanation:
Period and frequency are inversely related: T = 1/f. When frequency doubles, the time for one cycle becomes shorter, so the period becomes half of its original value. For example, if f is 5 Hz (T = 0.2 s), increasing f to 10 Hz gives T = 0.1 s. The other possibilities would imply the period stays the same, doubles, or quadruples, which doesn't happen because the period must decrease when frequency increases.

Period and frequency are inversely related: T = 1/f. When frequency doubles, the time for one cycle becomes shorter, so the period becomes half of its original value. For example, if f is 5 Hz (T = 0.2 s), increasing f to 10 Hz gives T = 0.1 s. The other possibilities would imply the period stays the same, doubles, or quadruples, which doesn't happen because the period must decrease when frequency increases.

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