Give examples of two sets that meet the given conditions. If the conditions are

Question

Give examples of two sets that meet the given conditions. If the conditions are impossible to satisfy, explain why The two sets are equal but not equivalent Select the correct answer below O A. This is impossible When two sets, A and B, are equal, then A-B implies that the two sets are equivalent, n(A) - n(B) O B. (1,2.3) and (32.1): (cat, dog, mouse) and (dog, mouse, cat O C. This is impossible. When two sets, A and B, are equlvalent then A-B implies that the two sets are equal, n/A)- n(B) D. (x(x > 0} and {xlx z 11.8xtx # 0 and x = 1} and (x(x-1)

Explanation / Answer

It is impossible as equal means same thing. but equivalent means one element can frequently be substituted for the other. So if two sets are equal then one set can be substituted for the other. and hence if two sets are equal then are equivalent.

So correct option is (A)

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