10) $log 3 - log 11$condensea) $log 3^{11}$b) $log \frac{3}{11}$c) $log \frac{11}{3}$d) $log 3^{6}$
10) $log 3 - log 11$condensea) $log 3^{11}$b) $log \frac{3}{11}$c) $log \frac{11}{3}$d) $log 3^{6}$
Answer
Explanation:
Step1: Apply log subtraction rule
Recall the logarithm quotient rule: $\log a - \log b = \log \frac{a}{b}$. For $\log 3 - \log 11$, substitute $a=3$, $b=11$: $\log 3 - \log 11 = \log \frac{3}{11}$
Answer:
B) $\log \frac{3}{11}$