'Use integration' diaporamas de présentation

The Area Between Two Curves

The Area Between Two Curves. Lesson 6.1. When f(x) < 0. Consider taking the definite integral for the function shown below. The integral gives a ___________ area We need to think of this in a different way. a. b. f(x). Another Problem.

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Integration

Integration. In recent years Question 1 of the Extension 2 paper has been devoted to integration. These are mostly text book type questions and they should represent good value for the well prepared student. 1. Change of Variable.

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13.1 Iterated Integrals and area in plane

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Notes

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The Future of Kennedy Space Center

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Integration

Integration. Teachings for Exercise 6F. Integration. To integrate this, you need to replace the x terms with equivalent u terms, and replace the dx with an equivalent du. It is sometimes possible to simplify an integral by changing the variable. This is known as integration by substitution.

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Volumes of Revolution The Shell Method

Volumes of Revolution The Shell Method. Lesson 7.3. Shell Method. Based on finding volume of cylindrical shells Add these volumes to get the total volume Dimensions of the shell Radius of the shell Thickness of the shell Height. The Shell.

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4.5 Integration by Substitution

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