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Solution: For motion of the building from left to right, the governing equation is mu&& + ku = − F (a) for which the solution is u(t ) = A2 cos ωnt + B2 sin ωnt − uF.

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Assume a solution of the form ut e()= st. Substituting this solution into Eq. (c) yields ()ss enn 22++ =20ωωst Because est is never zero, the quantity within parentheses must be zero: ssnn 22++=20ωω or s nn n = n −± − =− 22 4 2 ωω ω22 ω (double root) The general solution has the following form: ut A e A te()=+−−nntt 12 ω ω (d).