What is factor [e^{-at}sin(ωt)u(t)] ?

The solution to factor [e^{-at}sin(ωt)u(t)] is e^{-at}tusin(ωt)

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factor [e^{-at}sin(ωt)u(t)]

factor

[e^{- a t} sin (ω t) u (t)]

e^{- a t} t u sin (ω t)

Solution steps

e^{- a t} sin (ω t) u (t)

Remove parentheses:

(a) = a

= e^{- a t} sin (ω t) u t

x (ab)

(1 + 3)^{2}

\frac{6 3 + 3}{20}

8 + 2 t^{2} - 4

- 5 a + 3 b - (a - b) + 20

What is factor [e^{-at}sin(ωt)u(t)] ?
The solution to factor [e^{-at}sin(ωt)u(t)] is e^{-at}tusin(ωt)