Natural deduction.

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Prove the following using natural deduction

1. Given (m •  (p ? q)),  ((p v n) • ¬n),  Prove q

2  Given ((p v q) • ? q),  (p? ¬r), (s ? r), Prove (?s v t)

3. Given ((m • p) • ? r),  (n ? r), ((?n v t) ? s) Prove s

Prove whether the following are valid inferences using the tree method

1. Given (m v n), (p ? r),  (r v ¬n), Prove (m v z)

2. Given [(p ? q)  v  ¬q],  q • m  Prove(m • p) v (¬q ?r)

3. Given ? (r • (s • t)) , (s • r) , t ?q Prove q v s

4. Given ? (r v (s v t)) , (s v r) , t ?q Prove r

5. Given ? (r v s), (?s ? r), (? r v m) Prove m

7. Given ? (r v ?r) Prove m • z

Reference no: EM13522474

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