How do you simplify $(2g^3h^-3)^2/(g^2h^0)^-3$ ?

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Answer 1 · 2017-09-30T09:33:11

$=(4g^12)/h^6$

Bringing the denominator to numerator as power is negative...
$=(2g^3h^-3)^2×(g^2h^0)^3$

Opening the parenthesis...
$=2^2g^6h^-6×g^6h^0$

As $x^0=1$ ,
$=(4*g^6*g^6*1)/h^6$

$=(4g^12)/h^6$

How do you simplify (2g^3h^-3)^2/(g^2h^0)^-3(2g^3h^-3)^2/(g^2h^0)^-3?