How do you calculate ${log}_{5} (13)$ $log_5(13)$ ?

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Answer 1 · 2016-05-01T04:56:34

$\frac{log 13}{log 5} = 1.5937$ $log 13/log 5 = 1.5937$ , nearly.

For long-term-memory:

log_b a = log a / log b oe, for that matter, log_c a / log_c b.

Check: log_5 13 = ln 13 / ln 5 = log 13/log 5 = 1.5937..

How do you calculate log_5(13)log5(13) log_5(13)?