Construct a true statement involving a$$ conditional, a$$ conjunction, a$$ disjunction, and a negation$($not necessarily in that$$ order$)$ that consists of component statements$$ p$,$ q$,$ and$$ r$,$ with all of these component statements false.

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Part $1$

Choose the correct answer below.

A$.$

pright arrow$[($~q logical and $$r$)$ logical or $$p$)]$

B$.$

$($p logical or $$~r$)$right arrow$($r logical and $$q$)$

C$.$

$($~p logical and $$~r$)$right arrow$($r logical or $$q$)$

D$.$

$$~pright arrow$[($q logical or $$r$)$ logical and $$p$)]$