Calculus Foldable 4-2: Integral as Area

Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
Calculus Foldable 4-2: Integral as Area
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Understanding the difference in the definite integral of a function and the area enclosed by a function and the x-axis is basic when students first learn definite integrals. This foldable reinforces that concept and can be used alone or glued into an Interactive Notebook.

My students encounter this concept in the Larsen Calculus textbook in Ch. 4 on Integration after they learn simple antiderivatives thus the numbering 4-2. Hope this is helpful. Enjoy!

Other foldables related to the Integration chapter:
Calculus Foldable 4-1: Simple Antiderivative Rules
Calculus Foldable 4-3: Integration Strategies

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

Total Pages
4 pages
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N/A
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