Question

can someone help me simplify this?

Answer 1

\(a^M*a^N=a^{(M+N)}\\
(\dfrac{a}{b})^M=\dfrac{a^M}{b^M}\)

Answer 2

whoops, the second thing shouldn't be there

Answer 3

i dont understand what that means

Answer 4

First I would just multiply 5^-3 with 5^6 which gives 5^3, then divide 5^3 by 5^2 which is 5 and 2^2 by 2^3 which is 2^-1

The final answer is 5 * 2^-1

Answer 5

these are the choices..

Answer 6

lol ignore that.. posted the wrong file

Answer 7

it has to be in fraction form

Answer 8

lol flvs

Answer 9

yeah, do u go there?

Answer 10

Btw in fraction form it would be 5 over 2

Answer 11

thanks.

Answer 12

I take flvs

Answer 13

\[\frac{2^2 5^6}{5^3 2^3 5^2}=\frac{5^6 2^2}{5^5 2^3}=\frac{5}{2} \]

Answer 14

thanks @robtobey

Answer 15

Your welcome.