26) 26) List all the subsets of (wolf, cat, sheepl. A) (wolf, cat, sheepl, Iwolf

Question

26) 26) List all the subsets of (wolf, cat, sheepl. A) (wolf, cat, sheepl, Iwolf,cat), (wolf, sheepl, icat, sheepl, (wolf), (cat), Isheepl C) fwolf, cat, sheepl, (wolf, cat), (wolf, sheepl, Icat, sheepl, twolf, icati, Isheepl. I 1 lf, catl·(wolf, sheep. Icat, sheep, Iwolf. icat, Isheepl If, cat, (wolf, sheepl, (cat, sheepl. Iwolß, Icat), Isheepl. I) If the statement is true for all sets C and D, write "true." If it is not true for all sets C and D, write false. Assume 2, U 0, and CU. 27) 27) If C c D, then C D. A) True B) False

Explanation / Answer

27) Given C D. This means C is a proper subset of D i.e all elements of C are in D but not vice versa.

This also satisfies one case of C D i.e C is a subset of D.

Therefore, the statement is A) True.

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