What is factor 20sin(3t)+5te^{-t} ?

The solution to factor 20sin(3t)+5te^{-t} is 5(4sin(3t)+e^{-t}t)

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factor 20sin(3t)+5te^{-t}

factor

20 sin (3 t) + 5 t e^{- t}

5 (4 sin (3 t) + e^{- t} t)

Solution steps

20 sin (3 t) + 5 t e^{- t}

Rewrite as

= 5 \cdot 4 sin (3 t) + 5 t e^{- t}

Factor out common term

5

= 5 (4 sin (3 t) + t e^{- t})

6 - 3 x^{12}

x^{2} + 20 + 5

f (x)^{2} + 1

2 π + (- \frac{π}{150})

- (\frac{5}{12})

What is factor 20sin(3t)+5te^{-t} ?
The solution to factor 20sin(3t)+5te^{-t} is 5(4sin(3t)+e^{-t}t)