We introduce a language in which there are: - A constant me which represents the person who speaks, and a constant vegetables which represents the corresponding food; - Two symbols of binary relations eat and likes: eat(p, a) represents the property "p eat a " and likes(p, a) the fact that " p likes a ". 1. Give the logical formulas that correspond to the following expressions: (a) I like everything I eat. (b) There are things that I do not like but that I eat anyway. (c) Those who do not like vegetables eat nothing. (d) If everyone agrees to eat something he does not like then I eat vegetables.
We introduce a language in which there are: - A constant me which represents the person who speaks, and a constant vegetables which represents the corresponding food; - Two symbols of binary relations eat and likes: eat(p, a) represents the property "p eat a " and likes(p, a) the fact that " p likes a ". 1. Give the logical formulas that correspond to the following expressions: (a) I like everything I eat. (b) There are things that I do not like but that I eat anyway. (c) Those who do not like vegetables eat nothing. (d) If everyone agrees to eat something he does not like then I eat vegetables.
Elementary Geometry for College Students
6th Edition
ISBN:9781285195698
Author:Daniel C. Alexander, Geralyn M. Koeberlein
Publisher:Daniel C. Alexander, Geralyn M. Koeberlein
Chapter1: Line And Angle Relationships
Section1.6: Relationships: Perpendicular Lines
Problem 18E: Does the relation is in love with have a reflexive property consider one person? a symmetric...
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Transcribed Image Text:Exercise 6|
We introduce a language in which there are:
- A constant me which represents the person who speaks, and a constant
vegetables which represents the corresponding food;
Two symbols of binary relations eat and likes: eat(p, a) represents the
property "p eat a" and likes(p, a) the fact that "p likes a ".
1. Give the logical formulas that correspond to the following expressions:
(a) I like everything I eat.
(b) There are things that I do not like but that I eat anyway.
(c) Those who do not like vegetables eat nothing.
(d) If everyone agrees to eat something he does not like then I eat vegetables.
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