If p: 3 is a prime number and q: one plus one is three, then the compound statement "It is not that 3 is a prime number or it is not that one plus one is three" is

Question

If p: 3 is a prime number and q: one plus one is three, then the compound statement "It is not that 3 is a prime number or it is not that one plus one is three" is (A) ∼ p ∨ q (B) ∼ ( p ∨ q) (C) p∧ ∼ q (D) ∼ p∨ ∼ q

Tardigrade Admin · Accepted Answer

p: 3 is a prime number q: one plus one is three Compound statement: "It is not that 3 is a prime number or it is not that one plus one is three" is ∼ p ∨ ∼ q

Q. If $p : 3$ is a prime number and $q$ : one plus one is three, then the compound statement "It is not that $3$ is a prime number or it is not that one plus one is three" is

$\sim p \lor q$

$\sim (p \lor q)$

$p \land \sim q$

$\sim p \lor \sim q$

$p \lor \sim q$

$p : 3$ is a prime number
$q$ : one plus one is three
Compound statement : "It is not that 3 is a prime number or it is not that one plus one is three" is
$\sim p \lor \sim q$

Q. If p:3 is a prime number and q : one plus one is three, then the compound statement "It is not that 3 is a prime number or it is not that one plus one is three" is

∼p∨q

∼(p∨q)

p∧∼q

∼p∨∼q

p∨∼q

p:3 is a prime number q : one plus one is three Compound statement : "It is not that 3 is a prime number or it is not that one plus one is three" is ∼p∨∼q