which of the following is equivalent to log9w?\nlog9 + logw\nlog9 - logw\nw(log9)\n9(logw)

Answer:

A. $\log9+\log w$

Explanation:

Step1: Apply logarithm product rule

The logarithm product rule states that $\log(ab)=\log a+\log b$.

Step2: Substitute values

Here, $a = 9$ and $b = w$. So, $\log(9w)=\log9+\log w$.