Find the \(L^{-1} (\frac{s}{(s-1)^7})\).
Posted: Thu Jul 14, 2022 9:41 am
a) \(e^{-t} \left (\frac{t^6}{5!}+\frac{t^5}{6!}\right )\)
b) \(e^t \left (\frac{t^6}{5!}+\frac{t^5}{6!}\right )\)
c) \(e^t \left (\frac{t^6}{6!}+\frac{t^5}{5!}\right )\)
d) \(e^{-t} \left (\frac{t^6}{6!}+\frac{t^5}{5!}\right )\)
b) \(e^t \left (\frac{t^6}{5!}+\frac{t^5}{6!}\right )\)
c) \(e^t \left (\frac{t^6}{6!}+\frac{t^5}{5!}\right )\)
d) \(e^{-t} \left (\frac{t^6}{6!}+\frac{t^5}{5!}\right )\)