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\[\log_{2}r ^{1/3}t\]
That might help you out. Shows step by step :)
\[\log_{2} r^{\frac{ 1 }{ 3 }}+\log_{2}t\]
recall the laws of logarithm by which log a(b) = log a + log b
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so thats thats it
1) Logb MN = Logb M + Logb N 2) Logb M/N = Logb M - Logb N 3) Logb M = Logb N if and only if M = N 4) Logb Mk = k Logb M 5) Logb b = 1 6) Logb 1 = 0 7) Logb bk = k 8) bLogb x = x
log2r13+log2t <----------------- is this the answer
@gingerbby_ is that the answer
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