Question

Express the given quantity as a single logarithm.
ln(6) + 4 ln(4)

Answer 1

note that a log x = log x^a
and log a + log b = log ab

Answer 2

\[\ln (6)+4\ln(4)=\ln(6)+\ln(4^4)=\ln(6.4^4)=\ln(1536)\]

Answer 3

\[=\ln(6)+\ln4^{4}=\ln(6*4^{4})\]