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The motion of a mass on a spring is described by the differential equation dt2d2x+100x=36cos8t. If x=0 and dtdx=0, at t=0 find the steady state

The motion of a mass on a spring is described by the differential equation dt2d2x+100x=36cos8t. If x=0 and dtdx=0, at t=0 find the steady state solution for x(t) and discuss the motion. [11]

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