express the giving logarithm. in terms of common logarithms log6 3.3
is this\[\log_6(3.3)\]??
yes
new to me o-0 what do you have across?
Perhaps he's being asked to learn how to use one of the four basic properties of logarithms:\[\log_bx=\frac{\log_ax}{\log_ab}.\]
When he says common logarithms, we naturally assume \(\ln=\log_e\) and \(\log_{10}\).\[\]
what is meant by common logarithm?
@myininaya: A logarithm having the base 10.
so we say that is common? i guess that would common since our numeral system is in base 10 lol
I think that I may have heard base ten referred to as common as well, but just to clarify zeerak that idea makes little sense ion higher math.
in*
In the op, he stated "... common logarithm(s)...", so perhaps the natural logarithm is requested as well. ^^
well, they are gone, so I guess they should just do both to be safe ;)
i don't know. this still sounds a little fishy to me. i never heard of expressing blah blah in terms of common logarithms.
which is why it is nice to have the questioner stick around to clarify.
I think he just doesn't like the base 6 logarithm and made the question up to express it in terms of something he's more familiar with. :P
I'm still not totally convinced common logarithm means to just write in terms of base 10
I absolutely agree with myininaya , I too neer heard of something being expressed in commom log.
ok ok i lose this one
stupid wikipedia always wins
yes, terminology is still awkward I didn't know either obviously
Ok so now I'm convinced
I just never heard of the expression which is really weird since I been doing math forever now.
expression or terminology whatever you call it
Back in the old days, before electronic calculators or computers, people actually used logs to do computations. Back then, log base 10 was a common log as opposed to logs base e.
Obviously myi is too young!
lol
Join our real-time social learning platform and learn together with your friends!