The negation of ‘Paris is in France and London is in England’ is ___.

Paris is in England and London is in France

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Paris is not in France or London is not in England

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Paris is in England or London is in France

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Paris is not in France and London is not in England

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Solution

The correct option is B
Paris is not in France or London is not in England

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

p: Paris is in France
q: London is in England

$p \land q$ : Paris is in France and London is in England
$\sim p \lor \sim q$ : Paris is not in France or London is not in England

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Write the negation of the statement 'Paris is in France and London is in England'.

Two statements p and q are given below.

p: 7 is not greater than 4
q: Paris is in France

Then the statement $\sim (p \lor q) i s$

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