Question

Check my Answer!
Rewrite the fractions with their LCD.
\[\tt\frac{ 4 }{ 3x - 6y }{~and~}\frac{ 1 }{ 5x - 10y }\]
Out of four answers, I narrowed it down to these two. Which one is the answer?
A. \(\Large\tt \frac{ 20 }{ 15(x - 2y)} \frac{ 3 }{ 15(x - 2y)}\)
B. \(\Large\tt \frac{ 20(x - 2y)}{ 15(x - 2y)} \frac{ 3(x - 2y) }{ 15(x - 2y)}\)

Answer 1

@dan815 Which one do you think the answer is?

Answer 2

OH WAIT> THE ANSWERS ARE INCORRECT> LET ME FIX IT

Answer 3

yep allllllllll wrong

Answer 4

always factor first !!

Answer 5

OK. There we go. Just refresh your page or leave the post and come back.

Answer 6

@dan815 ^

Answer 7

the latex is not worrkiing

Answer 8

;-; It works for me...

Answer 9

I will send a picture....

Answer 10

\[\tt\frac{ 4 }{ 3x - 6y }{~and~}\frac{ 1 }{ 5x - 10y }\]
Out of four answers, I narrowed it down to these two. Which one is the answer?
A. \(\Large\tt \frac{ 20 }{ 15(x - 2y)} \frac{ 3 }{ 15(x - 2y)}\)
B. \(\Large\tt \frac{ 20(x - 2y)}{ 15(x - 2y)} \frac{ 3(x - 2y) }{ 15(x - 2y)}\)

Answer 11

now i see it :)

Answer 12

Oh, okay!

Answer 13

okay A is right

Answer 14

Really? :D

Answer 15

yes you multiple top and bottom by 5 for the left frac
and you multiply top and bottom by 3 for the right fraction

Answer 16

GOOD JOB BLOSSOM

Answer 17

A+ sticker

Answer 18

YAY! Thank you very much!!