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- DSolve[{k xk + k xa[t] + m xa''[t] ==
- F0 Cos[t [Omega]] + k xb[t],
- 2 k xb[t] + m xb''[t] == k (xa[t] + xc[t]),
- m xc'')[t] == k (xk + xb[t] - xc[t]), xa'[0] == 0,
- xb'[0] == 0, xc'[0] == 0, xa''[0] == 0, xb''[0] == 0,
- xc''[0] == 0, xa[0] == 0, xb[0] == xk, xc[0] == 2 xk}, {xa[t],
- xb[t], xc[t]}, t].
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