A simple harmonic motion has an amplitude a and time period t. the minimum time required by it to travel from x=A to x=A/2
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Since the particle starts from x=A, the equation of motion can be written as
x=Acos\omega t
Hence forx=A/2,
A/2=Acos\omega t\implies \omega t=\dfrac{\pi}{3}
\implies t=\dfrac{\pi}{3\omega}
SinceT=\dfrac{2\pi}{\omega},
t=T/6
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