PLEASE TYPE ANSWE*** Exercise 1.7.4: Translating quantified statements from English to logic, part 3. In the following question, the domain is a set of employees who work at a company. Ingrid is one of the employees at the company. Define the following predicates: S(x): x was sick yesterday W(x): x went to work yesterday V(x): x was on vacation yesterday Translate the following English statements into a logical expression with the same meaning. (g) Someone who missed work was neither sick nor on vacation. (h) Each person missed work only if they were sick or on vacation (or both). (i) Ingrid was sick yesterday but she went to work anyway.
PLEASE TYPE ANSWE*** Exercise 1.7.4: Translating quantified statements from English to logic, part 3. In the following question, the domain is a set of employees who work at a company. Ingrid is one of the employees at the company. Define the following predicates: S(x): x was sick yesterday W(x): x went to work yesterday V(x): x was on vacation yesterday Translate the following English statements into a logical expression with the same meaning. (g) Someone who missed work was neither sick nor on vacation. (h) Each person missed work only if they were sick or on vacation (or both). (i) Ingrid was sick yesterday but she went to work anyway.
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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PLEASE TYPE ANSWE***
Exercise 1.7.4: Translating quantified statements from English to logic, part 3.
In the following question, the domain is a set of employees who work at a company. Ingrid is one of the employees at the company. Define the following predicates:
- S(x): x was sick yesterday
- W(x): x went to work yesterday
- V(x): x was on vacation yesterday
Translate the following English statements into a logical expression with the same meaning.
(g)
Someone who missed work was neither sick nor on vacation.
(h)
Each person missed work only if they were sick or on vacation (or both).
(i)
Ingrid was sick yesterday but she went to work anyway.
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