Question

question
expand the logarithm fully using the properties of logs. express the final answer in terms of log $x$.
$log 6x^{5}$

Explanation:

Step1: Apply product rule of logs

$\log(6x^5) = \log 6 + \log x^5$

Step2: Apply power rule of logs

$\log x^5 = 5\log x$

Step3: Substitute to get final form

$\log 6 + 5\log x$

Answer:

$\log 6 + 5\log x$