A mass oscillates at the end of a spring. Let s(t) be the displacement of the mass
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A mass oscillates at the end of a spring. Let s(t) be the displacement of the mass from the equilibrium position at time t. Assuming that the mass is located at the origin at t = 0 and has velocity v(t) = sin t m/s, state the differential equation with initial condition satisfied by s(t), and find s(t).
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Because velocity is the derivative of displacement the differential equation satisfied b...View the full answer
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