Construct complete truth tables for the following sentences. Indicate whether each sentence is a tautology, a...

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Construct complete truth tables for the following sentences. Indicate whether each sentence is a tautology, a contradiction, or a contingent sentence. 1. P 2. RR 3. AV¬A 4. (PV-Q) 5. [C (CV D)] 6. (PQ) (PQ) 7. (A B) V C 8. (PVQ) & (PVQ) 9. [E (FG)] 7 (PV-Q) 1 7 10. (A & B) (¬AV¬B) - - Construct complete truth tables for the following sentences. Indicate whether each sentence is a tautology, a contradiction, or a contingent sentence. 1. P 2. RR 3. AV¬A 4. (PV-Q) 5. [C (CV D)] 6. (PQ) (PQ) 7. (A B) V C 8. (PVQ) & (PVQ) 9. [E (FG)] 7 (PV-Q) 1 7 10. (A & B) (¬AV¬B) - -

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1Certainly Heres the truth table for the negation of proposition P P PPTFFT Now lets determine if P is a tautology A tautology is a statement that is ... View the full answer