G Guest Guest Jul 5, 2006 #1 Can't figure out how to solve for λ, here's the problem: 5 / ((1-λ)^2) = 9 / ((1+λ)^2) any suggestions?
Can't figure out how to solve for λ, here's the problem: 5 / ((1-λ)^2) = 9 / ((1+λ)^2) any suggestions?
pka Elite Member Joined Jan 29, 2005 Messages 11,978 Jul 5, 2006 #2 You can't solve \(\displaystyle 5 + 10\lambda + 5\lambda ^2 = 9 - 18\lambda + 9\lambda ^2 ??\)
G Guest Guest Jul 5, 2006 #3 wow. yes, i can solve that as a matter of fact, i was just being stupid while posting that apparently. thanks for pointing that out though.
wow. yes, i can solve that as a matter of fact, i was just being stupid while posting that apparently. thanks for pointing that out though.
D Denis Senior Member Joined Feb 17, 2004 Messages 1,700 Jul 5, 2006 #4 solving for lambda: 5/(1 - lambda)^2 = 9/(1 + lambda)^2 why keep it worded "difficult looking" like that? solving for x: 5 / (1 - x)^2 = 9 / (1 + x)^2 : get my drift?
solving for lambda: 5/(1 - lambda)^2 = 9/(1 + lambda)^2 why keep it worded "difficult looking" like that? solving for x: 5 / (1 - x)^2 = 9 / (1 + x)^2 : get my drift?