State and give an example of Modus Ponens. Similarly, state and give an example of Modus Tollens.
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Use propositional logic to prove that the following argument is valid: (P' ∧ Q') ∧ (R ∨ P') → (Q' ∨ R) (for example, use hyp, modus ponens, etc...)
Supreeta N.
(i.) p ∨ q p ∨ r p ∴ q ∧ r (ii.) ∀x (P(x) ∨ Q(x)) ∀x (Q(x) → R(x)) ∃x P(x) ∴ ∃x R(x)
Sri K.
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