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(p ∨ ~q) ⇒ p
The converse of the statement:
p ⇒ (p ∨ ~q)
Inverse of the statement converse:
~( p ⇒ (p ∨ ~q) )
Mengingat ~(a⇒b) ≡ a ∧ ~b
Maka,
≡ p ∧ ~(p ∨ ~q)
Dengan dalil de'Morgan.
≡ p ∧ (~p ∧ q) [C]