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What is Riemann Sum about?

The document discusses the concept of the area under a continuous function f on a set S, defined by the integral from a to b. It introduces the Riemann sum as a method to approximate this area, and establishes that as the number of subdivisions approaches infinity, the sum converges to the standard integral. Ultimately, it concludes that the integral of f from a to b equals the limit of the Riemann sums as n approaches infinity.

Author
adalanew2021
Language
EN

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