Question

Choose the correct simplification of the expression g to the power of 5 times h to the power of 4 all over g to the second power times h to the third power.
A g7h
B g3h
C g7h7
D g to the third power over h to the seventh power

Answer 1

Your problem looks like this:
$\frac{ {g}^{5} \times {h}^{4} }{ {g}^{2} \times {h}^{3} }$
One rule of indicies is that when you divide numbers with indicies and the same base, you minus the indicies.
This means that you just need to do
${g}^{5} \div {g}^{2} = {g}^{3}$
and
${h}^{4} \div {h}^{3} = {h}^{1} = h$
Therefore, your answer is
${g}^{3} h$

Answer 2

Just stopping by to let you give brainliest to CarlaFossil320.