Convert the paragraph to predicate expressions then to Conjunctive Normal Form. Use Resolution Algorithm to prove that someone likes challenges. Use the following predicates when converting: "All smart and not ugly people are successful. People who study at DLSU are not dumb. Maria studies at DLSU and is good looking. All successful people like challenges." Use the assumptions below: Let ugly(x) -x is ugly likes_challenges(x) -x likes challenges smart(x) -x is smart study_at(x, y) -x studies at y success(x) -x is successful x,y E set of persons

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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1.
Convert the paragraph to predicate expressions then to Conjunctive Normal Form. Use Resolution
Algorithm to prove that someone likes challenges. Use the following predicates when converting:
"All smart and not ugly people are successful. People who study at DLSU are not dumb. Maria studies at
DLSU and is good looking. All successful people like challenges."
Use the assumptions below:
Let ugly(x) -x is ugly
likes_challenges(x) - x likes challenges
smart(x) -x is smart
study_at(x, y) - x studies at y
success(x) -x is successful
x,y E set of persons
Transcribed Image Text:1. Convert the paragraph to predicate expressions then to Conjunctive Normal Form. Use Resolution Algorithm to prove that someone likes challenges. Use the following predicates when converting: "All smart and not ugly people are successful. People who study at DLSU are not dumb. Maria studies at DLSU and is good looking. All successful people like challenges." Use the assumptions below: Let ugly(x) -x is ugly likes_challenges(x) - x likes challenges smart(x) -x is smart study_at(x, y) - x studies at y success(x) -x is successful x,y E set of persons
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