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The Definite Integral. Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles.

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Presentation on theme: "The Definite Integral. Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles."— Presentation transcript:

1 The Definite Integral

2 Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles

3 Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles

4 Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles

5 Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles

6 Area below function in the interval. Divide [0,2] into 4 equal subintervals Left Rectangles

7 Area below function in the interval. Divide [0,2] into 4 equal subintervals Right Rectangles

8 Area below function in the interval.

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10 Length Width Riemann Sum

11 Definite Integral Integrand Lower limit of integration Upper limit of integration

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15 Properties of Definite Integrals

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