Given log b 3 = 0.8397 and log b 7 = 1.4873, evaluate log b 3b

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Given log b 3 = 0.8397 and log b 7 = 1.4873, evaluate log b 3b

Mathematics
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can you make that more readable?
\[\log_b 3b \]
i dont know how to write it but it was the way yuki write

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Other answers:

can be split into two parts, \[\log_b 3 + \log_b b\]
I don't understand why you need all of those logs. \[\log_{b} (3) = 0.8397\] \[\log_{b} (7) = 1.4873\] \[\log_{b} (3b) = 3\]
the left one is given and the right one is equal to 1
so\[\log_b 3b = 1.8397\]
you just need to remember the fact that log (a * b) = log(a) + log(b) and \[\log_c (c) = 1\]
does that help at all ?
hellomoto?
thank you very much yuki

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