hat do you call a problem such as : solver the following for 'y' 3y-2/5 = 6y-5/11 i am trying to find a video to help me understand this
Is it: \[\large \frac{3y-2}{5} = \frac{6y-5}{11} \]
yes that is what it looks like
Can you cross multiply it?
i don't know how to figure it...
\[(3y-2)*11\] for the first side. can you do the other side?
(6y - 5) + 5 ?
No, when you cross multipply its times. \[(6y-5)\times5\]
so this may be stupid... but the = sign doesn't mean you do things separately?
so basically you are just doing it as a cross multiply with the other problem, is that what you mean? the equal sign isn't going seperating the problems...
Hm..its like this: \[11(3y-12)=5(6y-5)\] I was just trying to make it easier understand i failed i suppose xD
oh no... it helps me to try to think it through... you were awesome!! ok, so i think i understand it... what exactly do you call this type of problem?
Well, from that just expand it; and collect the like terms. Can you do that? Um..I forgot the name of it sorry.
yes, i get it now! thank yoou soooo much!!!
np. Just ask me if you need more help (:
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