Question

logbasea=507.2 and logbaseb=505.2 what is a/b?

Answer 1

your missing arguements

Answer 2

\[log_a=507.2 \]
the notationis a bit odd to me

Answer 3

my bad, there is no given base

Answer 4

is 10

Answer 5

I mean the base

Answer 6

\[L(a)=M;\ L(b)=(N)\]
\[a=10^M;\ b=10^N\]
\[\frac ab=\frac{10^M}{10^N}=10^{M-N}\]

Answer 7

usually log represents base 10; but in some cases it means base "e" so these days you have to be careful

Answer 8

if it aint \(10^{M-N}\) then it should be \(e^{M-N}\)

but im pretty confident its the 10 spot :)