Question

Choose the correct simplification of the expression g^5 h^4 / g^2 h^3 =
and that's written as g to the 5th power times h to the 4th power divided by g squared times h to the third power.

Answer 1

Note:
\[\Large \frac{x^m}{x^n}= x^{m-n}\]

Answer 2

Oh wow.

Answer 3

\[\Large \frac{g^5h^4}{g^2h^3}= ?\]

Answer 4

Yes! (:

Answer 5

Ok what can that be ?

Answer 6

erm..
Can you give me the code, so I can do this easier please.

Answer 7

Do for g & h separately
\[\Large \frac{g^5h^4}{g^2h^3}= \frac{g^5}{g^2} \times \frac{h^4}{h^3}\]

Answer 8

Can you use this formula ?
\[\Large \frac{x^m}{x^n}= x^{m-n}\]

Answer 9

so what can be \[\Large \frac{g^5}{g^2}= ...\]

Answer 10

@careless850 ??

Answer 11

I'm here. My computer is so laggy on this site when trying to reply.

Answer 12

\[\Large \frac{g^5}{g^2}=.. \]

Answer 13

g^3

Answer 14

Right!!! :)

\[\Large \frac{h^4}{h^3}=..\]

Answer 15

h^1

Answer 16

or h..

Answer 17

SO \[\Large \frac{g^5h^4}{g^2h^3}=..\]

Answer 18

g^3 h^1

Answer 19

Right!!! :) Good

Answer 20

g3h

Answer 21

or just \( g^3h \)

Answer 22

Yeah, that. How do you do that? MathJax?

Answer 23

Yeah ,You can use the equation button

Answer 24

the blue colored one :)

Answer 25

Well, good. I have another question for you! :D

Answer 26

Ok post it !!

Answer 27

um.