Q3. We want to verify that ¬(P, ^ P2) .. P → (¬P2) is a valid argument. Fill in the justifications at each step. 1. -(P л Рә) 2. P1 3. Р> 4. P ^ P2 5. (PΛ ) ^ (-(RAΒ) ) 6. Р. ((P. Л Р:) Л (-(P.Л Р:))) 7. ¬P2 8. Р. > (-P.)

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Q3. We want to verify that ¬(P, ^ P2) .. P → (¬P2) is a valid argument. Fill in the
justifications at each step.
1. ¬(P ^ P2)
2. P
3. Р.
4. Р.Л Р.
5. (Р. ЛР.) Л (-(Р. Л Р))
6. P2 → ((Pi ^ P2) ^ (¬(Pa ^ P2)))
7. ¬P2
8. P + (¬P2)
Transcribed Image Text:Q3. We want to verify that ¬(P, ^ P2) .. P → (¬P2) is a valid argument. Fill in the justifications at each step. 1. ¬(P ^ P2) 2. P 3. Р. 4. Р.Л Р. 5. (Р. ЛР.) Л (-(Р. Л Р)) 6. P2 → ((Pi ^ P2) ^ (¬(Pa ^ P2))) 7. ¬P2 8. P + (¬P2)
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