=+An (BUC)=(AnB) U (AnC). By similar arguments prove that AU(BNC) =(AUB)n(AUC), AAC C (AAB)U (BAC), (UA) =
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=+An (BUC)=(AnB) U (AnC). By similar arguments prove that AU(BNC) =(AUB)n(AUC), AAC C (AAB)U (BAC),
(UA) = 1 4, n
(nAn) = UA.
n
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Related Book For 
Probability And Measure Wiley Series In Probability And Mathematical Statistics
ISBN: 9788126517718
3rd Edition
Authors: Patrick Billingsley
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