Calculus Foldable 4-3: Integration Strategies

Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
Calculus Foldable 4-3: Integration Strategies
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Students review four strategies for integrating more complex functions in which the chain is not present in the integrand: composite functions, trig functions with multiple arguments, binomials, and functions with extra x’s not part of the chain. I am not a fan of u-substitution in the simple compositions that can be antidifferentiated by compensating with a constant; however, there is a definite integral example with a more complicated integrand that must be worked using u-sub.

My students encounter this concept in the Larsen Calculus textbook in Ch. 4 on Integration after they learn simple antiderivatives and definite integral sums thus the numbering 4-3. The examples do not involve the transcendental functions which are introduced in a later chapter in Larson Calculus.

This foldable can be used alone or glued into an Interactive Notebook. Hope this is helpful. Enjoy!

Other foldables related to the Integration chapter:
Calculus Foldable 4-1: Simple Antiderivative Rules
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-4: Fundamental Theorems of Calculus
Calculus Foldable 4-5: Mean Value Theorems of Calculus

Table of Contents for the Integration chapter:
Calculus Interactive Notebook 4: Integration
Total Pages
4 pages
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