If we double the frequency of a vibrating object, what happens to its time period?

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Solution

Frequency $f = \frac{1}{T}$
Were $T =$ time period
So if we double the frequency then time period will get reduced by half.

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If we double the frequency of a vibrating object, what happens to its time period?

Frequency f=1TWere T= time period So if we double the frequency then time period will get reduced by half.

Frequency $f = \frac{1}{T}$
Were $T =$ time period
So if we double the frequency then time period will get reduced by half.