PART A

• The function must have both a numerator and denominator.
• The function must be designed in such a way that when you find its derivative, you will need to apply the chain rule at some point.
• The function must be complex enough to demonstrate your understanding of the concepts from this unit. (ex: f(x)=1/(x-2)^2is not a sufficiently complex enough function). Note that you will be assessed based on the complexity of the derivative you compute. Be sure to review the rubric for this assignment before submitting.

PART B

1. Explain how the function you chose can be rewritten in such a way that the product rule can be applied to determine the derivative.

2. After rewriting your function, calculate the derivative by applying the appropriate processes. Be sure to explain each step you take and the reason why you are taking it. Do not simplify your work.

Include your written work and Video Note response in your submission.