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Mathematics
The dual of statement [ p ∨ q ) ∧ ∼ q ] ∨ ∼ q is
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Q. The dual of statement $[ p \vee q ) \wedge \sim q ] \vee \sim q$ is
Mathematical Reasoning
A
$[(p \vee q) \wedge \sim q] \vee \sim q$
B
$[( p \wedge q ) \wedge \sim q ] \vee \sim q$
C
$[(p \wedge q) \vee \sim p] \vee(\sim q)$
D
$[(p \wedge q) \vee \sim p] \wedge(\sim q)$
Solution:
Correct answer is (c) $[(p \wedge q) \vee \sim p] \vee(\sim q)$