Solve for xxx: log3(x+5)−log3(x−1)=1\log_3(x + 5) - \log_3(x - 1) = 1log3(x+5)−log3(x−1)=1.
x=2x = 2x=2
x=4x = 4x=4
x=8x = 8x=8
x=10x = 10x=10