Rewrite using the power rule. Assume all variables represent positive real numbers.
-$2 \log _{b} q$
A) $\log _{b} q^{2}$
B) $\log _{b} 2 q$
C) $2 \log _{b} q^{2}$
D) $2 \log _{b} 2 q$

Name: Rewrite using the power rule. Assume all variables represent positive real numbers. -$2 \log _{b} q$ A) $\log _{b} q^{2}$ B) $\log _{b} 2 q$ C) $2 \log _{b} q^{2}$ D) $2 \log _{b} 2 q$
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Quizplus · Accepted Answer

The power rule of logarithms states that $m \log_b x = \log_b x^m$, so $2 \log_b q = \log_b q^2$.

Rewrite Using the Power Rule 2log⁡bq2 \log _{b} q2logb​q A) log⁡bq2\log _{b} q^{2}logb​q2

Rewrite Using the Power Rule $2 \log _{b} q$ A) $\log _{b} q^{2}$