Description
This activity is a great way for students to review the first and second derivative tests and describe key features of a function. Students will work in pairs (recommended) to take a function and use the first and second derivative tests to find intervals of increase and decrease as well as intervals of concavity. Students will be given the following:
- 10 function cards (A-J)
- 10 first derivative test conclusions (colors)
- 10 second derivative test conclusions (food)
Students will find a group of 3 that represents the function, increasing and decreasing intervals and intervals of concavity to create a set
(example: A – Green – Pizza).
There are polynomials, radicals, rational and trigonometric functions in this activity (no exponential or logarithmic).
I recommend printing a number of copies with assorted color paper and laminating them if you do plan on using them again.
Answer sheet and answer key is provided.
Highlights
Description
This activity is a great way for students to review the first and second derivative tests and describe key features of a function. Students will work in pairs (recommended) to take a function and use the first and second derivative tests to find intervals of increase and decrease as well as intervals of concavity. Students will be given the following:
- 10 function cards (A-J)
- 10 first derivative test conclusions (colors)
- 10 second derivative test conclusions (food)
Students will find a group of 3 that represents the function, increasing and decreasing intervals and intervals of concavity to create a set
(example: A – Green – Pizza).
There are polynomials, radicals, rational and trigonometric functions in this activity (no exponential or logarithmic).
I recommend printing a number of copies with assorted color paper and laminating them if you do plan on using them again.
Answer sheet and answer key is provided.




