If A = {a, b}, B = {m, n} and C = {p, q}, show that,
AX (BNC) = (A x B) n (AXC)
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Step-by-step explanation:
(BnC) = null set
thus Ax(BnC)= A
( A×B)n( AxC) = A
thus
Ax(BnC) = (AxB) n ( AxC) = A
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