How do you simplify $\frac { g ^ { 3} \cdot g ^ { 76} } { g ^ { - 8} \cdot g ^ { 92} }$ ?

Question

1056 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2017-12-03T22:51:44

$g^-5$ or $1/g^5$

Add the powers together
Numerator : $g^3 * g^76 = g^79$

Denominator: $g^-8 * g^92 = g^84$

the fraction can now be written as
$g^79* g^-84$

Add the powers together
$g^-5$

which could be written as
$1/g^5$

How do you simplify \frac { g ^ { 3} \cdot g ^ { 76} } { g ^ { - 8} \cdot g ^ { 92} }\frac { g ^ { 3} \cdot g ^ { 76} } { g ^ { - 8} \cdot g ^ { 92} }?