Accumulation and Riemann sums are used when the definite integral represents the area under the curve of a function between two vertical lines but we can't go find this area easily, so we can estimate it using simpler shapes like rectangles.
3.14
-1.757
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4.12
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36.121
24.75
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-24.75
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-3.14
3.14
-1.8004
1.8004
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6
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0
1
2
3
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1n (5/2) +6
-1n (5/2) +6
1n (3) +2
-1n (3) +2
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-2
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0
1
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-42
42
7821
-7821
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-12
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-8
8
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