Final answer:
The truth value of the compound statement [(p→a) → (q∧~r)]Vp, with p and q being false and r being true, is false.
Step-by-step explanation:
The student's question involves calculating the truth value of the compound statement [(p→a) → (q∧~r)]Vp given that p and q are false statements and r is a true statement. The operator → represents the logical implication, ∧ represents the logical AND, ~ is the negation operator, and V represents the logical OR. To evaluate the truth value, follow these steps:
The truth value of [(p→a) → (q∧~r)]Vp is therefore false.