The negation of the statement "2+3=5 and 8

Question

The negation of the statement "2+3=5 and 8 < 10 prime prime is- (A) 2+3 ≠ 5 and 8 nless 10 (B) 2+3 ≠ 5 or 8>10 (C) 2+3 ≠ 5 or 8 ≥ 10 (D) None of these

Tardigrade Admin · Accepted Answer

Correct answer is (c) 2+3 ≠ 5 or 8 ≥ 10

Q. The negation of the statement " $2 + 3 = 5$ and $8 < 1 0^{''}$ is-

$2 + 3 \neq = 5$ and $8 ≮ 10$

$2 + 3 \neq = 5$ or $8 > 10$

$2 + 3 \neq = 5$ or $8 \geq 10$

None of these

Correct answer is (c) $2 + 3 \neq = 5$ or $8 \geq 10$

Q. The negation of the statement "2+3=5 and 8<10′′ is-

2+3=5 and 8≮10

2+3=5 or 8>10

2+3=5 or 8≥10

None of these

Correct answer is (c) 2+3=5 or 8≥10

Q. The negation of the statement " $2 + 3 = 5$ and $8 < 1 0^{''}$ is-

$2 + 3 \neq = 5$ and $8 ≮ 10$

$2 + 3 \neq = 5$ or $8 > 10$

$2 + 3 \neq = 5$ or $8 \geq 10$

Correct answer is (c) $2 + 3 \neq = 5$ or $8 \geq 10$