Question

Given p is true, q is true, and r is false, find the truth value of the statement ~p -> (~q V r).

Answer 1

Given information:
p q r
T T F
Thus:
~p ~q (~qvr) ~p -> (~q v r)
F F (F v F) F -> (F v F)

Finally, you get:
F -> F
However, in order for conditional statements to be false, the initial value ("if" statement) must be true and then the "then" statement must be false. Because this statement does not meet the conditions, this statement is true.