I know its probably easy but my brain hurts. I'm trying to work this prblem: y/-3=5-2y
S sburton72 New member Joined Jul 16, 2010 Messages 5 Jul 17, 2010 #1 I know its probably easy but my brain hurts. I'm trying to work this prblem: y/-3=5-2y
D Deleted member 4993 Guest Jul 17, 2010 #2 sburton72 said: I know its probably easy but my brain hurts. I'm trying to work this prblem: y/-3=5-2y Click to expand... Multiply both sides (of the = sign) by "-3".
sburton72 said: I know its probably easy but my brain hurts. I'm trying to work this prblem: y/-3=5-2y Click to expand... Multiply both sides (of the = sign) by "-3".
W winsome New member Joined Dec 12, 2008 Messages 6 Aug 7, 2010 #3 y/-3 = 5-2y Multiplying both sides by -3, we get y = (5-2y)(-3) y = -15+6y 5y = 15 y = 3 SPAM
mmm4444bot Super Moderator Joined Oct 6, 2005 Messages 10,962 Aug 7, 2010 #4 Winsome, please do not advertise "your" pay-for-tutoring services on these boards. You wouldn't want to be confused with that low-life scum, Edith, would you? Right now, I'm trying very hard to see the difference.
Winsome, please do not advertise "your" pay-for-tutoring services on these boards. You wouldn't want to be confused with that low-life scum, Edith, would you? Right now, I'm trying very hard to see the difference.
B BigGlenntheHeavy Senior Member Joined Mar 8, 2009 Messages 1,577 Aug 8, 2010 #6 \(\displaystyle Another \ way.\) \(\displaystyle \frac{y}{-3} \ = \ 5-2y\) \(\displaystyle \frac{y}{-3} \ = \ \frac{5-2y}{1}, \ now, \ cross \ multiplying \ gives:\) \(\displaystyle y \ = \ -15+6y, \ 5y \ = \ 15, \ y \ = \ 3.\)
\(\displaystyle Another \ way.\) \(\displaystyle \frac{y}{-3} \ = \ 5-2y\) \(\displaystyle \frac{y}{-3} \ = \ \frac{5-2y}{1}, \ now, \ cross \ multiplying \ gives:\) \(\displaystyle y \ = \ -15+6y, \ 5y \ = \ 15, \ y \ = \ 3.\)
D Denis Senior Member Joined Feb 17, 2004 Messages 1,707 Aug 8, 2010 #7 BigGlenntheHeavy said: \(\displaystyle \ now, \ cross \ multiplying \ gives:\) Click to expand... Hey, thanks for using "cross multiplication", BigG: I always use it, but am often frowned upon for doing so; not sure why...
BigGlenntheHeavy said: \(\displaystyle \ now, \ cross \ multiplying \ gives:\) Click to expand... Hey, thanks for using "cross multiplication", BigG: I always use it, but am often frowned upon for doing so; not sure why...