prove that A×(BUC)=(AUB)×(AUC)
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Step-by-step explanation:
let (x,y)∈A×(BUC)
now,(x,y)∈A×(BUC) =x∈A,y∈(BUC)
=x∈A,(y∈B or y∈C)
=(x∈A,y∈B)or(xA,y∈C)
=(x,y)∈A×Bor(x,y)∈A×C
=(x,y)∈(A×B)U(A×C)
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