Question

Help ::P

Answer 1

\[m^n \implies \frac{ 1 }{ m^{-n} }\]

Answer 2

When you're dividing by exponents you subtract, when you multiply exponents can you guess what you do?

Answer 3

Divide? Like do the opsite of multiply

Answer 4

Mhm?
For your problem use the above rule I showed you, also \[\frac{ x^m }{ x^n } \implies x^{m-n}\]

Answer 5

\[\frac{ 28 }{ 8 } \implies \frac{ 7 }{ 2 }\]

Answer 6

oh

Answer 7

\[\frac{ m^2 }{ m^4 } \implies ?\]

Answer 8

Or that's suppose to be m^3 in the denominator w/e the case what do you get?

Answer 9

Hint: Look at my first post

Answer 10

Split these all up. \[\color{red}{\frac{28}{8}} \cdot \color{blue}{\frac{m^2}{m^3}}\cdot \color{green}{\frac{n^4}{n^2}}\]

Answer 11

So many beans

Answer 12

Would I get m^2?

Answer 13

\[\frac{28}{8} \cdot m^{2-3} \cdot n^{4-2}\]

Answer 14

Then Do The same for n?

Answer 15

And he left thank you Jhanny

Answer 16

Did you get your answer?

Answer 17

(Sorry I miss counted) And Yes i did was it d?

Answer 18

WAIT A SECOND

Answer 19

Show your work please :)

Answer 20

I Can't im using paper XD while working on this >_>

Answer 21

Wait I got b :)

Answer 22

Yep.