what is the solution of $log_3(3x + 2)=log_3(4x - 6)$?\n-8\n-6\n8\n9

Explanation:

Step1: Use logarithmic property

If $\log_aM=\log_aN$, then $M = N$. So, $3x + 2=4x - 6$.

Step2: Solve for x

Subtract $3x$ from both sides: $2=x - 6$. Then add 6 to both sides: $x=8$.

Answer:

C. 8