The function (sin2 ωt) represents

A simple harmonic motion with a period 2 π ω

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The function (sin² $ω$ t) represents

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A simple harmonic motion with a period $\frac{2 π}{ω}$

A simple harmonic motion with a period half that of cosωt

A periodic but not simple harmonic motion

A simple harmonic motion with a period twice that of cosωt

answer is C.

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$\sin^{2} ω t = \frac{1 - \cos 2 ω t}{2}$ . hence it is a SHM with period half than that of original

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