This foldable is very extensive covering ten infinite series convergence tests and remainders with several sample problems for each convergence test. All my foldables are self-guided which allows the students to start the foldable in class for about 10 to 15 minutes then complete the examples at home. This is a great review putting all the tests together.
My students encounter this concept in the Larson Calculus textbook in Ch. 9 on Infinite Series following Advanced Integration Strategies thus the numbering 9-2. This foldable can be used alone; however, it is also formatted to fit into an 9.5 by 7.5 Interactive Notebook. Hope this is helpful. Enjoy!
Other foldables related to the Infinite Series chapter:
Calculus Foldable 9-1: Sequence Review for Calculus
Calculus Foldable 9-3: Common Functions as Power Series
Go to my store, Fan’s Math
, to find more fun with Calculus foldables.