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Math · Advanced Math
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2. Consider the nonhomogeneous mass-spring equation: my ry +ky F sin (wt where m, n, k, F and w are all positive constants. (a) Use undetermined coefficients to find the general solution. (b) Note that in the general solution that you found in part (a), the homogeneous solution yH has a decaying exponential. This means that for large values of time, the solution y yp. This is called the steady-state solution. Write the steady-state solution in phase-amplitude form.

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