Question

Can someone PLEASE help me with 2 log problems. i really need help

Answer 1

yeah, where are the problems

Answer 2

Here are some properties of logarithms:
\[\log_bx=y\quad\iff\quad x=b^y\]
\[\log_b(x)+\log_b(y)=\log_b(xy)\]\[\log_b(x)-\log_b(y)=\log_b(x/y)\]
\[\log_b(b)=1\]
\[\log_b(z^n)=n\log_b(z)\]
\[\log_ba=\frac{\log_ca}{\log_cb}\]

Answer 3

@brittlynn, post you problems, then maybe some can help you

Answer 4

heres one

Answer 5

\[\log_{4}(\log_{2}16) \]

Answer 6

theres the second one