How do you simplify ${(2 e^{3 x})}^{3}$ $(2e^(3x))^3$ ?

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Answer 1 · 2016-07-20T20:22:32

I went as far as: $8 e^{9 x}$ $8e^(9x)$ (using the property of exponents).

We can write:
$2^{3} e^{3 x \cdot 3} = 8 e^{9 x}$ $2^(color(red)(3))e^(3x*color(red)(3))=8e^(9x)$

How do you simplify (2e3x)3(2e^(3x))^3?