So, here's another question that I am having trouble with:
[(2log(5)x) / (log(5)3)] - log(5)y = 2
I followed the steps that were used in a sample question just like this one and I still got the wrong answer... or I just don't know how to finish it. Here's what I've done:
(2/log(5)3) * log(5)x = 2 + log(5)y
log(5)x^{2/log(5)3} = 2log(5)5 + log(5)y
log(5)x^{2/log(5)3} = log(5)(25y)
x^{2/log(5)3} = 25y
y = (x^{2/log(5)3}) / 25
The text solution is:
y = [(x^{2})/9] ^{1/(log(5)3)}
I'm lost. Help please!
