let A and B be two non- empty sets. Prove that— (i) if A=B then A×B=B×A
(ii) if A×B=B×A then A=B
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(I) we know that A=B or B=A
if we multiply B to both side we get
A×(B)
B×(A)- we know that B=A so we took B as a
therefore,
A×B=B×A
(ii) similarly if A×B=B×A then A,=B
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