To do various based logs, you have to use the change of log base formula.
log base b of x = log (x) / log (b)
You can also use a natural log, but you probably don't know what that is if you are asking this question, so just use the common log (base 10 that your calculator can do) for now.
dunton
2016-12-29 13:10:35 UTC
Change Base Of Log
schanck
2016-09-29 10:15:09 UTC
Log Base Change
redbeardthegiant
2007-12-28 11:05:09 UTC
Log base 2 [64] = 6
You can get logs of any base you want by remembering that
Log base A (B) * Log base B (C) = Log base A (C)
and Log base X(Y) = 1/ Log base Y(X)
So you could solve this by
Log base 2 (64) = Log base 2 (10) * Log base 10 (64) =
Log base 10 (64) / Log base 10 (2)
but it is much easier to remember that 64 = 2^6
devilsadvocate1728
2007-12-28 11:07:02 UTC
You don't, unless you program it with your own custom log function. You're stuck with log sub 10 or log sub e (the ln button). However, as everyone who has answered before me has pointed out, you can use the identity log a / log b = log sub b a. You may use either the log or the ln button for this purpose.
digit
2007-12-28 10:59:57 UTC
You do not have to
If you want logx(y)
You can use ln y / ln x which is equal to logx(y)
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