Question:
Let $A$ and $B$ represent statements, and let $p(A)$ and $p(B)$ be their truth values. Find all compound statements that are false (i.e., have a truth value of $0$) for the case when $p(A)=0$ and $p(B)=0$.
Project ID:
7400220178
Answer 1:
$A \Rightarrow \neg B$
Answer 1 Correct:
0
Answer 2:
$\neg A \Rightarrow B$
Answer 2 Correct:
1
Answer 3:
$A \Leftrightarrow B$
Answer 3 Correct:
0
Answer 4:
$\neg A \wedge B$
Answer 4 Correct:
1
Answer 5:
$\neg A \Rightarrow \neg B$
Answer 5 Correct:
0
Answer 6:
$A \wedge B$
Answer 6 Correct:
1
Answer 7:
$A \vee B$
Answer 7 Correct:
1
Answer 8:
$\neg A \vee B$
Answer 8 Correct:
0