The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

Question

The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

Arun · Answer

Dear Ayush X or -x is maximum when w t + theta = (2 n + 1) * pi/2 n is an integer. t = [ (n + 1/2)*pi - theta ]/w Regards Arun (askIITians forum expert)

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The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

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The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

The displacement (from origin) of a body in motion is given by x=a sin(wt+0) where w is omega. The time at which the displacement is maximum is (wa, and 0 are constant).

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