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Q.

The function  represents

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a

A periodic but not simple harmonic motion

b

A simple harmonic motion with a period

c

A simple harmonic motion with a period half that of

d

A simple harmonic motion with a period twice that of

answer is C.

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Detailed Solution

x=sin2ωt=12×2sin2ωt So the particle is executing SHM with amplitude 1/2 and frequency i.e. . The equilibrium position of the particle is at x = 1/2.Now time period of x = cos ωt is .So option (3) is right.
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The function  represents