Calculus Exam 3 (Higher Order Derivatives)

Higher Order Derivatives : -Results of differentiating more than once-"Higher order" means that number of times you're differentiating

Higher Order Derivatives Notation : -For anything after the third derivative, you use numbers instead of tick marks (that's just how it is)

Rate of Change Example 1 :

Higher Order Derivatives Example 4 : -The first derivative found through the quotient rule was simplified so it's easier to find the second derivative

Recitation Notes : -You can use factoring to help reduce the number of product rule uses you'll have to do when finding the second derivative