Question

Help with logs!:///

Answer 1

Use axe

Answer 2

rewrite sum or difference of multiples
\[\ln(\sqrt[3]{xy}/t ^{4/3})\]

Answer 3

Axe is built with \[
\begin{bmatrix}
wood&wood&-\\
wood&stick&-\\
-&stick&-
\end{bmatrix}
\]

Answer 4

Do you know the properties of logarithms?

Answer 5

yes.

Answer 6

\[
\ln(\sqrt[3]{xy}/t ^{4/3})
=
\ln(\sqrt[3]{xy})-\ln(t ^{4/3})
\]

Answer 7

Just keep going.

Answer 8

\[\boxed{\ln x=\log_ex}\]\[\boxed{\log_bxy=\log_b x+\log_by}\]\[\boxed{\log_b\tfrac xy=\log_b x-\log_by}\]\[\boxed{n\log_b x=\log_bx^n}\]

Answer 9

Thanksguys, what about if it is like
write as a single logarithum
\[\frac{ 5 }{ 6 }\log _{2}(x)+\frac{ 2 }{ 3}\log _{2}(y)-\frac{ 1 }{ 2}\log _{2}(x)-\log _{2}(y)\]

Answer 10

well the bases are all the same , thats good,

now get the coefficients into the indexes
use\[\boxed{n\log_b x=\log_bx^n}\]