Condense $$ \log _{4}\left(b^{4}\right)+\frac{1}{3} \log _{4}(b-5)-8 \log _{4}(b+3)= $$ The answer format in lowercase characters is: log_base (number) Spaces in the answer are optional.

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$$
\log_4\left(\frac{b^4(b-5)^{\frac{1}{3}}}{(b+3)^8}\right)
$$
log₄(b⁴(b - 5)^(1/3) / (b + 3)^8)

Condense \[ \log _{4}\left(b^{4}\right)+\frac{1}{3} \log _{4}(b-5)-8 \log _{4}(b+3)= \] The answer format in lowercase characters is: log_base (number) Spaces in the answer are optional.

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