1: Multiply both sides by log(x)
--> (1 * log(x)) / log(x) = (5*log(x)) / 3
--> 1 = (5*log(x)) / 3
2: Multiply both sides by 3
--> 3 = (5*log(x)) * 3 / 3
--> 3 = 5*log(x)
3: Divide both sides by 5
--> 3/5 = (5*log(x)) /5
--> 3/5 = log(x)
4: Assuming your log is to the base e, raise both sides by e
--> e^(3/5) = e^(log(x))
-->e^(3/5) = x . Something like 1.822.