Suppose a bounded function f:[0,1]toR is Riemann integrable. Then which of the following is not true?

(C) f is not Lebesgue integrable whenever f is discontinuous

Q4Section I (General (compulsory))4 of 180

Integration — Riemann vs. Lebesgue, what discontinuity does not do

Suppose a bounded function $f:[0,1]\to\mathbb{R}$ is Riemann integrable. Then which of the following is not true?

Pick an option to check your answer.

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