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INTEGRALS

5. INTEGRALS. INTEGRALS. 5.5 The Substitution Rule. In this section, we will learn: To substitute a new variable in place of an existing expression in a function, making integration easier. INTRODUCTION.

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5.5 The Substitution Rule

INTEGRALS. 5.5 The Substitution Rule. In this section, we will learn: To substitute a new variable in place of an existing expression in a function, making integration easier. INTRODUCTION. Due to the Fundamental Theorem of Calculus, it is important to be able to find antiderivatives.

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Integrals

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Integrals

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4.3- 4.4

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4.3- 4.4

4.3- 4.4. Fundamental Theorem of Calculus Indefinite Integrals. Net Area on interval [-1,9] is?. Example: Evaluate A(x). Using geometry:. Using integration:. 4.5. Substitution Rule. Find ? x 3 cos ( x 4 + 2) dx . Solution:

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