Answer:
p q r ~(p → q) ↔ r
T T T F
T T F T
T F T F
T F F T
F T T T
F T F T
F F T F
F F F F
Explanation:
To complete the truth table for the given expression ~(p → q) ↔ r, you need to evaluate the expression for each combination of truth values for the variables p, q, and r.
Here is the completed table:
p q r ~(p → q) ↔ r
T T T F
T T F T
T F T F
T F F T
F T T T
F T F T
F F T F
F F F F
In the truth table, T represents true and F represents false. The column ~(p → q) ↔ r indicates the resulting truth value for the expression ~(p → q) ↔ r given the corresponding truth values for p, q, and r.