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We place ourselves on a language with a constant me (the person speaking) and three binary relations: - friend(x, y) if x is the friend of y - enemy(x, y) if x is the enemy of y (x is my enemy then it corresponds to enemy(x, me)) -x = y if x and y are equal 1. Translate the following formulas into English: a) Vx, -friend (x, me) = enemy(x, me) b) 3x, Vy, -friend(y, x) c) Vx, 3 y, enemy(y, x) ww

We place ourselves on a language with a constant me (the person speaking) and three binary relations: - friend(x, y) if x is the friend of y - enemy(x, y) if x is the enemy of y (x is my enemy then it corresponds to enemy(x, me)) -x = y if x and y are equal 1. Translate the following formulas into English: a) Vx, -friend (x, me) = enemy(x, me) b) 3x, Vy, -friend(y, x) c) Vx, 3 y, enemy(y, x) ww

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Exercise 7| We place ourselves on a language with a constant me (the person speaking) and three binary relations: friend(x, y) if x is the friend of y enemy(x, y) if x is the enemy ofy (x is my enemy then it corresponds to enemy(x, me)) wwwa - x = y if x and y are equal 1. Translate the following formulas into English: a) Vx, -friend (x, me) = enemy(x, me) b) 3x, Vy, friend(y, x) с) x, Эу, еnemy(y, х) w wman
Transcribed Image Text:Exercise 7| We place ourselves on a language with a constant me (the person speaking) and three binary relations: friend(x, y) if x is the friend of y enemy(x, y) if x is the enemy ofy (x is my enemy then it corresponds to enemy(x, me)) wwwa - x = y if x and y are equal 1. Translate the following formulas into English: a) Vx, -friend (x, me) = enemy(x, me) b) 3x, Vy, friend(y, x) с) x, Эу, еnemy(y, х) w wman
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