You will be able to use implicit differentiation to find the derivative of an equation
As you are about to witness, taking the second derivative of an implicit equation is a bit more complicated than taking the second derivative of an explicit equation. The first derivative is always embedded in the second derivative, in a kind of recursive loop, which requires substitution to resolve. Duration: 5:30
Let's try taking the second derivative one more time on Example 10. Duration: 3:11