A body is executing simple harmonic motion of amplitude a and period T about the equilibrium position x = 0. large numbers of snapshots are taken at random of this body in motion. The probability of the body being found in a very small interval x to `x + |dx|` is highest at –A. `x = +- a`B. `x = +- a//2`C. `x = 0`D. `x = +-//sqrt(2)`

A body is executing simple harmonic motion of amplitude a and period T

1.	A body is executing simple harmonic motion of amplitude a and period T about the equilibrium position x = 0. large numbers of snapshots are taken at random of this body in motion. The probability of the body being found in a very small interval x to `x + \|dx\|` is highest at –A. `x = +- a`B. `x = +- a//2`C. `x = 0`D. `x = +-//sqrt(2)`
Answer» Correct Answer - A

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