----- It's Discrete Mathematics
1.Write each set using set-builder notation.
a) C = {...,1/ 27, 1/9, 1/3,1,3,9,27,....}
2. Verify the following De Morgan’s Law: ¬(P ∧Q) ≡ (¬P)∨(¬Q).
3. Let P and Q be statements. Show that [(P ∨Q)∧¬(P
∧Q)] ≡ ¬(P ↔ Q).
4. For statements P, Q, and R, show that ((P → Q)∧(Q →
R)) → (P → R) is a tautology.
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