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Evaluate the expression below. Write your answer to three decimal places. log₆95
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You need change of base formula since your calculator can do log base 10 and maybe log base e, but not log of any other base.
\[\log _{a} x = \frac{ \log _{b} x }{ \log _{b} a}\]
This means to take the log (unusual base) of a number, take log (base 10 or base e) of the number and divide by log (base 10 or base e) of unusual base.
\[\log _{6} 95 = \frac{ \log _{10} 95 }{ \log _{10} 6}\]
thank you so much!! so is that the final answer?
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i'll go over it more so i understand better
2.542
you are amazing, thanks so so much
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