Integration by L' Hopital's Rule

This sample deals with exponential limits that result in indeterminate forms, specifically $\frac{0}{0}$.

We use this special trick: $\ln{(y)} = \ln{(\cdots \text{ in terms of } x \cdots)}$.

This allows us to bring the exponent down into a multiplication relationship, convert it into a quotient, and use L' Hopital's Rule.