log(a^k) b^n = n/k log(a) b
log(c) (ab) = log(c) a + log(c) b
log(2) (log(3) 2.25 + log(3) log(2) 16) = log(2) (log(3) 2.25 + log(3) log(2) 2^4) = log(2) (log(3) 2.25 + log(3) 4) = log(2) log(3) 2.25*4 = log(2) log(3) 3^2 = log(2) 2 = 1
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log(a^k) b^n = n/k log(a) b
log(c) (ab) = log(c) a + log(c) b
log(2) (log(3) 2.25 + log(3) log(2) 16) = log(2) (log(3) 2.25 + log(3) log(2) 2^4) = log(2) (log(3) 2.25 + log(3) 4) = log(2) log(3) 2.25*4 = log(2) log(3) 3^2 = log(2) 2 = 1
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