Question: Find (h(t)=) image when (g(t)=left(3-e^{-10 t}ight) u(t)). Verify your answer by first transforming (g(t)) into (G(s)) and finding (H(s)=s G(s)) and then taking the inverse

Find $h(t)=$ image when $g(t)=\left(3-e^{-10 t}ight) u(t)$. Verify your answer by first transforming $g(t)$ into $G(s)$ and finding $H(s)=s G(s)$ and then taking the inverse transform of $H(s)$. Did you get the same answer?

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