Symbolic Logic 02, Test Argument Form Validity Or Invalidity By Truth Tables 1

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If statement forms P and Q are logically equivalent, then P ↔ Q is a tautology.
Conversely, if P ↔ Q is a tautology, then P and Q are logically equivalent. Use ↔ to convert
each of the logical equivalences in in questions below to a tautology. Then use a truth table to
verify each tautology.
a. p → (q ∨ r) ≡ (p ∧ ∼q) → r

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~B>[(zvA)=(xv~y)]
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Contradictory, contegent, disjunction???

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अगर आधार एक भी T, T ना हो सभी आधार वाक्य T, F ही आये तब क्या करेंगे? 🙏

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AVB
B
:. -A
Tell me this valid or not ???

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