solve equation with multiple natural logs

In this math example, we solve a logarithmic equation that contains multiple natural log (ln) functions. To do so, we must first combine logs together using the logarithmic properties (rules). Then we talk through getting rid of the natural logs. After they are gone, the remaining equation is solved by moving the variable out of the denominator and solving a linear equation. After checking our solution with the original equation, we realize that the solution would give a negative inside a natural log, which is not allowed with the domain of logarithms. Therefore, we have no solution to this example.