Math, asked by tusharp2991, 3 days ago

a bounded function f is riemann integrable on [a,b] if its_________​

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Answered by sanyavij2004
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Answer:

A bounded function f : [a, b] → R is Riemann integrable if and only if the set of points at which f is discontinuous is of “measure zero”. Here, the concept of a set of measure zero is used in the sense of the following definition.

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