Take the second derivative of a natural logarithmic equation

The video tutorial explains how to find the first and second derivatives of a function involving natural logarithms. It begins with the first derivative using the natural logarithm of a variable, followed by a detailed explanation of the second derivative using the quotient rule. The tutorial emphasizes the use of product and quotient rules in calculus, providing step-by-step calculations and simplifications.

Describe the process of simplifying the second derivative expression.

What does the final expression for the second derivative indicate?