Question

Multiply : 3x+13/8m * m^2/2x+8

3m/16 , m Not= 0
3m/16 , m not = 0 and xNot= -4
m(x+3)/8 , m Not=0
m(x+3)/8 , m Not=0 and xNot=-4

Answer 1

LMAO

Answer 2

Will you qctually help me please ?

Answer 3

LOL

Answer 4

I will help, tutor, friend and raise you, heck, I'll even write you a book, if you first show me what you've tried.

Answer 5

I don't get it though ...

Answer 6

Okay!

"Multiply : 3x+13/8m * m^2/2x+8"

First, this looks much better when you format it:

Multiply : \(\left(3x+\frac{13}{8}m\right)\cdot\left(\frac{m^2}{2m}+8\right)\)

Is this what you're trying to solve?

Answer 7

No ... (3x+13)/(8m) * (m^2)/(2x+8)
Sorry about that

Answer 8

No ... (3x+13)/(8m) * (m^2)/(2x+8)
Sorry about that

Answer 9

\[
\frac{3x+13}{8m}\cdot\frac{m^2}{2x+8}\text{ This is the problem.}\\
\frac{3x+13}{8}\cdot\frac{m}{2x+8}\text{ The }m\text{'s cancel.}\\
\frac{3xm+13m}{16x+64}\text{ Multiply top with top and bottom with bottom.}\\
\]

Answer 10

The 3rd option is the answer ? ?

Answer 11

u can see clearly here

http://www.wolframalpha.com/input/?i=3x%2B13%2F8m+*+m%5E2%2F2x%2B8

Answer 12

u check it

Answer 13

Yeah . that wasnt the right problem ... I pot the right problem in a comment above