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(C) In simple harmonic motion $(SHM)$,the particle oscillates between the extreme positions $+A$ and $-A$.One complete time period $T$ corresponds to

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$2\,A$

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(C) In simple harmonic motion $(SHM)$,the particle oscillates between the extreme positions $+A$ and $-A$.One complete time period $T$ corresponds to the particle moving from $+A$ to $-A$ and back to $+A$.In half a time period $(T/2)$,the particle moves from one extreme position to the other extreme position.For example,if the particle starts at $+A$,after time $T/2$,it will reach $-A$.The distance travelled is the total path length covered,which is $|+A - (-A)| = 2A$.

$A$ particle is executing simple harmonic motion with an amplitude $A$. The distance travelled by the particle in half time period is

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