Question

HELP ME PLEASE!!

Answer 1

^^

Answer 2

what are you doing/

Answer 3

General Properties of Logarithms

Answer 4

Oh...I thought it was Hangman :P

Answer 5

I think it's
\[\log _{10}\frac{M}{N}= \log _{10}M - \log _{10}N\]
provided N is not zero

Is this what you meant?

Answer 6

Well, I guess your looking for:
\[\log(a/b) = loga - logb\]

Answer 7

I really dont know what their asking for because they go like all around the world with these notes

Answer 8

Well, in case they're needed, and since we're on logarithms anyway, I might as well
\[\log _{b}MN = \log _{b}M + \log _{b}N\]
\[\log _{b}\frac{M}{N} = \log _{b}M - \log _{b}N, N \neq0\]
\[\log _{b}M^{p} = plog _{b}M\]
\[b^{\log _{b}M}=M\]