Question

Question 7 of 10For any positive numbers a, b, and d, with b 1,logA. log, a + logodB. log, a-log, dC. d.logbaO D. log, a log, d

Answer 1

Option B

Explanation:

Given the logarithm expression:

`\begin{gathered} \log_b\left((a)/(d)\right) \\ a,b.d\text{ positive numbers} \\ b\cancel{=}1 \end{gathered}`

By the quotient law of logarithms:

`$$\log _(b)\left((M)/(N)\right)=\log _(b) M-\log _(b) N$$`

Therefore:

Option B is correct.