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Mathematical Reasoning
easy
Negation is $“2 + 3 = 5$ and $8 < 10”$ is
A
$2 + 3 \neq 5$ and $< 10$
B
$2 + 3 = 5$ and $8 \nless10$
C
$2 + 3 \neq 5$ or $8 \nless10$
D
None of these
Solution
(c) Let $p : 2+ 3 = 5,\ q : 8 < 10$
Given proposition is : $p\ \wedge q$
Its negation is $\sim(p\ \wedge q) = \sim p\ \vee \sim q$
we have $2+ 3 \neq 5\ or\ 8\ \nless 10.$
Standard 11
Mathematics