Question

HELP PLEASE!!!

Answer 1

\[\frac{ 12 }{ x-5 }+\frac{ 2 }{ x+4 }\]

Answer 2

how far did you get?

Answer 3

Well at first I thought I had to get the LCM right? then I had to get the LCD but I don't know what the LCM is so how do I get the LCD. I know how to solve it its just idk what the LCM is.

Answer 4

in this case, the LCD is (x-5)(x+4)

Answer 5

oh how did you get that?

Answer 6

just multiply the denominators and divide by 1 (the GCF)

Answer 7

Ah ok THANK YOU!!!!!^-^

Answer 8

you're welcome

Answer 9

tell me what answer you get

Answer 10

idk if its right thoe: \[\frac{ 14 }{ (z-5)(z+4) }\]

Answer 11

that's incorrect

Answer 12

I got two answers:

that one and

\[\frac{ 2(7z+19) }{ (z-5)(z+4) }\]

Answer 13

that one is correct

Answer 14

\[\large \frac{ 12 }{ x-5 }+\frac{ 2 }{ x+4 }\]


\[\large \frac{ 12(x+4) }{ (x-5)(x+4) }+\frac{ 2 }{ x+4 }\]


\[\large \frac{ 12x+48 }{ (x-5)(x+4) }+\frac{ 2 }{ x+4 }\]


\[\large \frac{ 12x+48 }{ (x-5)(x+4) }+\frac{ 2(x-5) }{ (x+4)(x-5) }\]


\[\large \frac{ 12x+48 }{ (x-5)(x+4) }+\frac{ 2x-10 }{ (x-5)(x+4) }\]


\[\large \frac{ 12x+48 + 2x-10 }{ (x-5)(x+4) }\]


\[\large \frac{ 14x+38 }{ (x-5)(x+4) }\]


\[\large \frac{ 2(7x+19) }{ (x-5)(x+4) }\]

Answer 15

Oh THANKS!!! =3

Answer 16

np