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3. Let S(x) be the statement “x is a student," P(x) be the statement “x is a professor," and Q(x,y) be the statement “x asked a question to y." If the domain of x and y consists of all people, express each of the following sentences in terms of S(x), P(x), Q(x, y), quantifiers, and logical operators. Example: Some student has asked every professor a question. Answer. 3x(S(x) A Vy(P(y)→ Q(x, y))) Every professor has been asked a question by some student

3. Let S(x) be the statement “x is a student," P(x) be the statement “x is a professor," and Q(x,y) be the statement “x asked a question to y." If the domain of x and y consists of all people, express each of the following sentences in terms of S(x), P(x), Q(x, y), quantifiers, and logical operators. Example: Some student has asked every professor a question. Answer. 3x(S(x) A Vy(P(y)→ Q(x, y))) Every professor has been asked a question by some student

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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3. Let S(x) be the statement “x is a student," P(x) be the statement “x is a professor," and Q(x, y) be the statement “x asked a question to y." If the domain of x and y consists of all people, express each of the following sentences in terms of S(x), P(x), Q(x,y), quantifiers, and logical operators. Example: Some student has asked every professor a question. Answer. 3x(S(x) A Vy(P(V) → Q(x,y))) a. Every professor has been asked a question by some student. b. There is a student who has never asked a question to a professor. c. There is a professor who has been asked a question by exactly one student. d. There are two different students who have asked each other a question.
Transcribed Image Text:3. Let S(x) be the statement “x is a student," P(x) be the statement “x is a professor," and Q(x, y) be the statement “x asked a question to y." If the domain of x and y consists of all people, express each of the following sentences in terms of S(x), P(x), Q(x,y), quantifiers, and logical operators. Example: Some student has asked every professor a question. Answer. 3x(S(x) A Vy(P(V) → Q(x,y))) a. Every professor has been asked a question by some student. b. There is a student who has never asked a question to a professor. c. There is a professor who has been asked a question by exactly one student. d. There are two different students who have asked each other a question.
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