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The converse of the statement ((~p) ∧q) ⇒ r is

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The converse of the statement ((~p) ∧q) ⇒ r is

(1) (~r) ⇒ p∧q

(2) (~r) ⇒ ((~p)∧q)

(3) ((~p) v q) ⇒ r

(4) (p v (~q)) ⇒ (~r)

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(4) (p v (~q)) ⇒ (~r)

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