W+4 3 -------- = -- 4W+6 4
is 3 and 4 a fraction?
I think she meant to type \[\frac{W+4}{4W+6}=\frac{3}{4}\]
is tht waht you meant?
Yah that's what I meant
you solving for w? right?
How did you make it look like that?
And yes I am
theres a blue button that says equation so click tht and you can make it look likwe tht
I guess they don't have it for the iPhone
I actually typed out LaTex, which is the font format for all that junk lol I think they have a little training forum thread for that. ^-^
ok so you need help right?
Yah I'm not sure how to go about it if you could just help get it to a regular problem I could figure it out
multiply both sides by the denominator of the left, then combine like terms and isolate W
Hats after that?
\[(4W+6)\left(\frac{W+4}{4W+6}\right)=(4W+6)\left(\frac{3}{4}\right)\]
*whats
Left side cancels, so we get W+4.\[W+4=\frac{3(4W+6)}{4}\]
Can you do it from here? Just distribute 3 there...
Yah I can thank you guys for the help!
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