Final answer:
A truth table for the conditional statement ~(~q = p) is inconclusive.
Step-by-step explanation:
A truth table for the conditional statement ~(~q = p) can be constructed by considering all possible combinations of truth values for p and q. To determine the truth value of ~(~q = p), we first need to evaluate the truth value of ~q = p for each combination. The truth table for ~(~q = p) is as follows:
p q ~q = p ~(~q = p)
true true false true
true false true false
false true true false
false false true true
From the truth table, we can see that the conditional statement ~(~q = p) is true in two cases and false in two cases. Therefore, the answer is Inconclusive (C).