What is the solution of log3x − 725 = 2?
so remember\(log_{a}x=y\) means a^y=x so \(log_{3x-7}25=2\) means (3x-7)^2=25(3x-7)^2=25square root both sides3x-7=+/-53x-7=53x-7=-5add 73x=123x=2divide 3x=4x=2/3x=4 or 2/3