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If f be lebesgue integral then f is measurable part 2 by SONU SAMBHARWAL

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We cover converse part of this Theorem-
LET f be bounded on measurable set with finite measure,then f is measurable iff f is lebesgue integral
Converse part is if f be lebesgue integral then f is measurable
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LET f be bounded on measurable set with finite measure,then f is measurable iff f is lebesgue integral
Converse part is if f be lebesgue integral then f is measurable
Please like, share with your friends and comment also