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Laplace Transform Help
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On this solution, this person somehow obtained s^2 on the denominator. How? http://www.slader.com/textbook/9780470458310-elementary-differential-equations-and-boundary-value-problems-10th-edition/333/problems/15/
because \(\mathcal{L} \{ t - \pi \} = \dfrac{1}{s^2} - \dfrac{\pi}{s}\) haven't checked his answer but that is where the s^2 denom comes from, and then time shifted a la Heaviside function
Do we multiply that by e^(-pi *s) I just don't get that solution :(
if you had \[u _{\pi} (t-\pi) \] What is the Laplace of this?
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