SOLUTION: rewrite 3log4 + 2log5 as one logarithms??

SOLUTION: rewrite 3log4 + 2log5 as one logarithms??

Algebra.Com

Question 404433: rewrite 3log4 + 2log5 as one logarithms??
Answer by rfadrogane(214) (Show Source): You can put this solution on YOUR website!
rewrite 3log4 + 2log5 as one logarithms.
Sol'n:
log (ab)= log a + log b
also: x log a = log (a^x), ^ - means raised
so,
= 3log 4 + 2log 5
= log (4^3)+ log (5^2)
= log 64 + log 25
= log (64x25)
= log 1,600 ----answer
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