If the truth values of the propositions p, q and rare respectively F, T and F, then the truth value of $$\left((\sim p \vee q)\wedge r \right)$$ is equivalent to the truth value of (Here '$$\sim$$' represent negation)

A

$$\left(p \wedge (\sim q)\right) \vee (\sim r)$$

B

$$p \wedge q \wedge r$$

C

$$(p \wedge (\sim q) \wedge r)$$

D

$$\left(\sim p \vee q \wedge (\sim r)\right)$$