which expression is equivalent to log3(x + 4)?\nlog3 - log(x + 4)\nlog12 + logx\nlog3 + log(x +…

which expression is equivalent to log3(x + 4)?\nlog3 - log(x + 4)\nlog12 + logx\nlog3 + log(x + 4)\nlog3÷log(x + 4)

which expression is equivalent to log3(x + 4)?\nlog3 - log(x + 4)\nlog12 + logx\nlog3 + log(x + 4)\nlog3÷log(x + 4)

Answer

Explanation:

Step1: Recall logarithm product - rule

The product - rule of logarithms states that $\log_a(MN)=\log_aM+\log_aN$. In the expression $\log3(x + 4)$, we can consider $M = 3$ and $N=x + 4$ with base $a$ (assuming the common - logarithm base, usually 10 if not specified). So, $\log3(x + 4)=\log3+\log(x + 4)$.

Answer:

$\log3+\log(x + 4)$ (the third option)