What is (e^{(-0.2)})(sin(3x-0.59)) ?

The solution to (e^{(-0.2)})(sin(3x-0.59)) is 0.81873…sin(3x-0.59)

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simplify (e^{(-0.2)})(sin(3x-0.59))

simplify

(e^{(- 0.2)}) (sin (3 x - 0.59))

0.81873 \dots sin (3 x - 0.59)

Solution steps

(e^{(- 0.2)}) (sin (3 x - 0.59))

Apply exponent rule:

a^{- b} = \frac{1}{a ^{b}}

= \frac{1}{e ^{0.2}} sin (3 x - 0.59)

\frac{1}{e ^{0.2}} = 0.81873 \dots

= 0.81873 \dots sin (3 x - 0.59)

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What is (e^{(-0.2)})(sin(3x-0.59)) ?
The solution to (e^{(-0.2)})(sin(3x-0.59)) is 0.81873…sin(3x-0.59)