How do you simplify $root3((16e^12))$ ?

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Answer 1 · 2016-06-17T03:54:26

$root(3)(16e^12)=2root(3)2e^4$

$root(3)(16e^12)$

= $root(3)(2xx2xx2xx2)××(e^12)^(1/3)$

= $2root(3)2xx(e^(12xx1/3))$

= $2root(3)2e^4$

How do you simplify root3((16e^12))root3((16e^12))?