II. Present the truth table of the following compound propositions and be able to classify if it is a tautology, a contradiction or a contingency. 1. (a → b) → (a^ ~~ b) 2. (r → (s V t)) → ((p→ q)V ~...


II. Present the truth table of the following compound propositions and be able to classify if it is a tautology,<br>a contradiction or a contingency.<br>1. (a → b) → (a^ ~~ b)<br>2. (r → (s V t)) → ((p→ q)V ~ r)<br>3. ((x → y) ^ (y → 2)) → (x → 2)<br>

Extracted text: II. Present the truth table of the following compound propositions and be able to classify if it is a tautology, a contradiction or a contingency. 1. (a → b) → (a^ ~~ b) 2. (r → (s V t)) → ((p→ q)V ~ r) 3. ((x → y) ^ (y → 2)) → (x → 2)

Jun 05, 2022
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