Fill in the reasons in the following proof sequence. Make sure you indicate which step(s) each derivation rule refers to. (If a reason refers to multiple steps, enter the steps as a comma-separated list.) Statements Reasons Step(s) 1. p^ (qVr) 2. (p ^q) 3. "pVq 4. q V p 5. q-p 6. p 7. "("P) 8. q 9. (qvr)^p 10. q Vr 11. rvq 12. (r) Vq 13. q 14. (r) 15. r 16. Par given given addition ---Select-- addition associativity commutativity conjunction De Morgan double negation given implication modus ponens modus tollens simplification ---Select-- ---Select-- -Select-- ---Select-- ---Select-- ---Select--- V v
Fill in the reasons in the following proof sequence. Make sure you indicate which step(s) each derivation rule refers to. (If a reason refers to multiple steps, enter the steps as a comma-separated list.) Statements Reasons Step(s) 1. p^ (qVr) 2. (p ^q) 3. "pVq 4. q V p 5. q-p 6. p 7. "("P) 8. q 9. (qvr)^p 10. q Vr 11. rvq 12. (r) Vq 13. q 14. (r) 15. r 16. Par given given addition ---Select-- addition associativity commutativity conjunction De Morgan double negation given implication modus ponens modus tollens simplification ---Select-- ---Select-- -Select-- ---Select-- ---Select-- ---Select--- V v
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
Problem 1PE
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fill in the reasons in the following proof sequence
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