Calculus, 9th edition
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The function is .
Definite integral as area of the region:
If is continuous and non-negative on the closed interval , then the area of the region bounded by the graph , the -axis and the vertical lines and , then area.
Observe the graph:
In this case , to .
The area of the region bounded by the graph , the -axis and the vertical lines and , , then area .
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