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this question about predicate logic, please note that, even thou rds are only nouns and verbs, you do not need to know the me

this question about predicate logic, please note that, even thou rds are only nouns and verbs, you do not need to know the me

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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please send correct answer Q9

Question 9 For this question about predicate logic, please note that, even though the 'nonsense' words are only nouns and verbs, you do not need to know the meaning of the words being used in order to answer this question. Consider a universe of discourse that contains only beldams. If the predicates K(x), B(x), and J(x) represented the assertions x kenchs, x brabbles, and x jargogles, respectively, then which of the following would be an accurate translation of the following assertion? there are a few beldams that kench but neither brabble nor jargogle Ovæ (K(x) V¬B(x)^ ¬J(z) ) OVæ (K(2) A¬B(x) A ¬J(x)) (K(2) A-B(#) V ¬J(")) (K(2) V –B(x) ^ ~J(r) Ova (K(2) V ¬B(2) ^ J(z) O none of these options Jx (K(x) V¬B(x)^ ¬J(x)) -Va (K(2) V B(x) ^ J(æ) ) Onone of these options Er (K(2) ^ ¬B(x) ^ ¬J(x)} Vz (K(=) V B(2) ^ J(2)) O- O3 (K(2) ^ ¬B(x) ^ ¬J(x)) V (K(x) ^ ¬B(x) ^ ¬J(x)
Transcribed Image Text:Question 9 For this question about predicate logic, please note that, even though the 'nonsense' words are only nouns and verbs, you do not need to know the meaning of the words being used in order to answer this question. Consider a universe of discourse that contains only beldams. If the predicates K(x), B(x), and J(x) represented the assertions x kenchs, x brabbles, and x jargogles, respectively, then which of the following would be an accurate translation of the following assertion? there are a few beldams that kench but neither brabble nor jargogle Ovæ (K(x) V¬B(x)^ ¬J(z) ) OVæ (K(2) A¬B(x) A ¬J(x)) (K(2) A-B(#) V ¬J(")) (K(2) V –B(x) ^ ~J(r) Ova (K(2) V ¬B(2) ^ J(z) O none of these options Jx (K(x) V¬B(x)^ ¬J(x)) -Va (K(2) V B(x) ^ J(æ) ) Onone of these options Er (K(2) ^ ¬B(x) ^ ¬J(x)} Vz (K(=) V B(2) ^ J(2)) O- O3 (K(2) ^ ¬B(x) ^ ¬J(x)) V (K(x) ^ ¬B(x) ^ ¬J(x)
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