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It is known that: 1 e^-x^2 dx =.746824 0 How many partitions are required to achieve this much accuracy for A (1) the rectangular rule?

It is known that:

1

e^-x^2 dx =.746824

0

  1. How many partitions are required to achieve this much accuracy for

A (1) the rectangular rule?

B (2) the Simpson rule ?

Note: It is NOT necessary to list programs. Just the result suffices.

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