Question

(g+1)/(g-5)÷(7g+7)/(g-2)

Answer 1

now you can write the question as (g+1)[{1/g-5}+{7/g-2}] right?

Answer 2

i jus took g+1 common

Answer 3

now cross multiply

Answer 4

you will get (g+1)[{(g-2)+7(g-5)}/(g-2)(g-5)] right?

Answer 5

right

Answer 6

now you will simplify the bracket to get your answer as (g+1)(8g-37)/(g-5)(g-2).. n ur done:)

Answer 7

is that the answer you want?

Answer 8

and that is where I get stuck

Answer 9

what is that you want to do? simplify it more?

Answer 10

yes

Answer 11

i believe it cant be simplified further... No it can't be.. do you have the solution?

Answer 12

no

Answer 13

then this should be the final answer.. Still confirm it.. But i dont think it can go further.. though cwd16 has something to say.

Answer 14

\[\frac{g-2}{7(g-5)}\]

Answer 15

how did you get that hero?

Answer 16

Can you put a bracket for your question please?
'Cause you can get different answers.

This is how I understood your question [(g+1)/(g-5)] ÷ [(7g+7)/(g-2)]

So if this is what you're really asking, this is my solution.

It basically becomes
(g+1)/(g-5) * (g-2)/7(g+1)

Then you cancel out (g+1)

So you now have
(g-2)/7(g-5)

Answer 17

Actually multiplying it out by hand

Answer 18

wait a sec.. is it division or addition?????????

Answer 19

OMG!!!!!!!!!!!!!!! i took it as +!!!! Sorry vincent

Answer 20

(g-2)/7(g-5) is the answer

Answer 21

you thought the division sign was a plus sign? Yeah, it happens...I guess

Answer 22

yes hero i did