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3. Let E E Lm* (Lebesgue measurable set). Prove that there exist a set G (a countable intersection of open sets), and a set F

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meawre cam be eal culatod the det f,7 Sines. Lebergne n tenms oben ets hn & cloaed aets Fne taak 1 ECGM nE N FCE CE) EC 0.GnSirni larly CE n uN uJ3 \3 30 40<= (M)m-C3) - (3) CG)mE)(F)

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