How do you solve $2^(2x+2) = 2^(3x)$ ?

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Answer 1 · 2016-03-05T11:36:02

$x=2$

As the bases are same on both sides then their powers will be equal
So
$3x-2x=2$
$x=2$

How do you solve 2^(2x+2) = 2^(3x)2^(2x+2) = 2^(3x)?