SOLUTION: Express as a single logarithm.Simplify if possible.
{{{ log (a, 2) }}} + 4 {{{ log (a, y) }}} - 2 {{{ log (a, z) }}}
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Question 310542: Express as a single logarithm.Simplify if possible.
+ 4 - 2
Found 2 solutions by stanbon, scutechandni10:
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Express as a single logarithm.Simplify if possible.
log (a, 2) }}} + 4 log (a, y) - 2 log (a, z)
---------------
= loga(2) + loga(y^4) - loga(z^2)
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= loga[2y^4/z^2]
=====================
Cheers,
Stan H.
Answer by scutechandni10(7) (Show Source): You can put this solution on YOUR website!
That's easy:
loga2+4loga y-2loga z
Solution;
Apply the laws of logarithms;
loga2+log(a)y^4-log(a)z^2
log(a)(2*y^4/z^2)
log(a)(2y^4/z^2)
Final answer: log(a)(2y^4/z^2)
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