How do you use laws of exponents to simplify $x^(3/4) * x^(1/3)$ ?

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Answer 1 · 2015-08-05T13:45:20

$=x^color(blue)(13/12)$

$x^(3/4) * x^(1/3)$

Applying the same to the above expression:

$=x^color(blue)((3/4 + 1/3)$

$=x^color(blue)((9+4)/12)$

$=x^color(blue)((13/12)$

How do you use laws of exponents to simplify x^(3/4) * x^(1/3)x^(3/4) * x^(1/3)?