Question

Could someone walk me thru how to do this?

(4m^2+8m)/4m^2

Answer 1

is this equation equal to anything?

Answer 2

\[(4m^{2}+8m)\div(4m^{2})\]

Answer 3

No, not equation.

Answer 4

Are you just simplifying then? I would divide the fractions into two parts so that
(4m^2/4m^2)+(8m/4m^2)

Answer 5

so then it simplifies to 1+(2/m)

Answer 6

OH okay so 8/4 2, and then the m and the m^2 were subtracted out leaving only one m?

Answer 7

(4m^2/4m^2) is equal to the 1
(8m/4m^2) you can cancel out one m, so one is left on the bottom, and simplify the fraction 8/4 to 2

Answer 8

since there was an m in the numerator and the denominator I could just factor it out :)

Answer 9

m/m^2 = 1/m

Does that make sense? You can just factor it out.

Answer 10

Okay no. Lol. I get the other pieces for it but the variable part is still iffy.

Answer 11

So if I am doing something like\[\frac{ 25a ^{5} }{ -5a }\] I would end up with \[-5a ^{4}\] ?