Math, asked by alekya8670, 10 months ago

F is monotonic function then it is bounded variation

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Answered by CuteCat10
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Answer:

In the chapter about integration he is talking about bounded variation of a function. So if the function f(x) defined on (a,b) is monotonic then it has bounded variation on (a,b) and thus it is bounded. This will also imply that the function is Riemann integrable.

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