Question: The answer I got initially is in the box. Please show me the steps to getting the correct answer. F(t) Find the steady periodic solution

The answer I got initially is in the box. Please show me the steps to getting the correct answer.

F(t) Find the steady periodic solution Xsp (t) = C cos (wt - () of the given equation mx" + cx' + kx = F(t) with periodic forcing function F(t) of frequency w. Then graph Xsp (t) together with (for comparison) the adjusted function F, (t) = ma x" + 5x' + 17x = 11 cos 3t 11 Xsp (t) = 17 cos (3t - 1.081) (Use integers or decimals for any numbers in the expression. Round to three decimal places as needed.)

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