The dual of the statement - p- - q - - - p - is

The correct option is B ( p∨∼ q ) ∨∼ p Just replace ∨ #160; by ∧ and ∧ by #160; ∨ #160; ...

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Negation

The dual of t...

Question

The dual of the statement $[p \land (\sim q)] \land (\sim p)]$ is

p \lor (\sim q) \lor \sim p

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(p \lor \sim q) \lor \sim p

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p \land \sim (q \lor \sim p)

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none of these

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Solution

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Similar questions

The dual of statement $p \lor (q \land r) \equiv (p \lor q) \land (p \lor r)$ is

\sim p \land [\sim q \land (p \lor q) \land \sim r]

\sim p \land [\sim q \land (p \lor q) \land \sim r]

\sim (p \land q) \lor [p \land \sim (q \lor \sim r)]

[p \lor (\sim q) \land (\sim p)]

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