Truth table for (¬(A∨B)↔(¬A∧¬B))
(¬(A∨B)↔(¬A∧¬B))
Properties: Tautology
| A | B | (¬(A∨B)↔(¬A∧¬B)) |
|---|---|---|
| False | False | True |
| True | False | True |
| False | True | True |
| True | True | True |
(¬(A∨B)↔(¬A∧¬B))
Properties: Tautology
| A | B | (¬(A∨B)↔(¬A∧¬B)) |
|---|---|---|
| False | False | True |
| True | False | True |
| False | True | True |
| True | True | True |