Answer:
x = 5,-2
Explanation:
Multiply the whole equation by 3(x+1) to get rid of the denominator.

Then we solve the equation.

Since we are also solving rational equation, make sure that x ≠ -1 for this problem. Because if x = -1, the denominator is 0 which is undefined. Since our solutions are x = 5,-2 and not -1. Therefore the answer is x = 5,-2