Answer
$log_{6}$ (9*24) = 3
Work Step by Step
1.The Law that will be used here is $log_{a}$ (AB) = $log_{a}$ (A) + $log_{a}$ (B).
2. Combine 9 and 24 to get $log_{6}$ (9*24) = $log_{6}$ (216).
3. Evaluating $log_{6}$ (216) gives you the answer of 3.
4. If evaluating the log way is harder, convert $log_{6}$ (216) to $6^{x}$ = 216, Solving for X, the exponent, will also give you 3.