Description
This resource includes notes, examples, and assignment problems that include the following concepts.
· Using the product rule to take the derivative of a monomial times a binomial
· Using the product rule to take the derivative of a monomial times a trinomial
· Using the product rule to take the derivative of a binomial times a binomial
· Using the product rule to take the derivative of a binomial times a trinomial
· Using the product rule to take the derivative of a binomial squared
· Using the product rule to take the derivative of a binomial cubed
· Using the product rule to take the derivative of the product of three binomials
· Writing the equation of the tangent line by finding a derivative that could involve the product rule
· Analyze the x axis motion given a position function that is a product.
Comments about applications:
· I typically introduce tangent lines and x axis motion when I teach the power rule.
· In all subsequent derivative assignments (product rule, quotient rule …) I include one of each so students practice applications in every assignment.
Product Rule for Derivatives Notes, Examples, Assignment, and Answer Key
Highlights
Description
This resource includes notes, examples, and assignment problems that include the following concepts.
· Using the product rule to take the derivative of a monomial times a binomial
· Using the product rule to take the derivative of a monomial times a trinomial
· Using the product rule to take the derivative of a binomial times a binomial
· Using the product rule to take the derivative of a binomial times a trinomial
· Using the product rule to take the derivative of a binomial squared
· Using the product rule to take the derivative of a binomial cubed
· Using the product rule to take the derivative of the product of three binomials
· Writing the equation of the tangent line by finding a derivative that could involve the product rule
· Analyze the x axis motion given a position function that is a product.
Comments about applications:
· I typically introduce tangent lines and x axis motion when I teach the power rule.
· In all subsequent derivative assignments (product rule, quotient rule …) I include one of each so students practice applications in every assignment.

