SOLUTION: Write as a single logarithm:
5/6log(x) + 12log(y) - 6logx - logy
Algebra.Com
Question 148320: Write as a single logarithm:
5/6log(x) + 12log(y) - 6logx - logy
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
(5/6)log(x) + 12log(y) - 6logx - logy
Rearrange and factor to get:
[(5/6)-6]logx + 11logy
[-31/6]logx + 11logy
= log[x^(-31/6)*y^11]
= log[y^11/x^(31/6)]
========================
Cheers,
Stan H.
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