What are the principles of using quantifiers?
What quantifiers should billboards use
Use one billboard and one billboard for odd number
The plural is a row of billboards
The quantifier of a flower
A bunch of flowers. A flower
A task quantifier
One task, one task at a time
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- 1. What kind of quantifier
- 2. Predicate logic in Discrete Mathematics All athletes admire some coaches (a (x, y)) and some college students don't admire athletes. Write the predicate expressions of the above two sentences. Carry in the free variables of the following formulas. ((Any Y) P (x, y) ^ (z) Q (x, z)) V (any x) r (x, y)
- 3. A logical judgment problem of Discrete Mathematics At a seminar, three participants judged where Professor Wang came from according to his accent. A said that Professor Wang was not from Suzhou, but from Shanghai. B said that Professor Wang was not from Shanghai, but from Suzhou. C said that Professor Wang was neither from Shanghai nor from Hangzhou. After listening to the above three people's judgments, Professor Wang said that one of them was all right, and one of them was half right, What the other person said is totally wrong. Using logic algorithm to analyze where Professor Wang is from (please provide detailed process,)
- 4. A topic of mathematical logic in Discrete Mathematics There is a light bulb and three switches a, B, C in a circuit. It is known that the light is on under the following four conditions only: (1) The key of C is up, the key of a and B is down (2) The key of a is up, the key of B and C is down (3) B, C key up, a key down (4) The pull keys of a and B are up and the pull keys of C are down Let f be 1, indicating that the light is on, and P, Q and R indicate that the key of a, B and C is up (a) Find the main disjunctive normal form of F (b) Constructing F (c) Constructing F
- 5. Now a new operation symbol is defined, and its operation rule is ab = a ⁃ B + A + B to solve equation 3x ⁃ 2 = 1 ⁃ X
- 6. (1) find the value of 5 * (- 5) (2) solve the equation, 2 * (2 * χ) = 1 * χ
- 7. If you give a three digit number, you can get a new number by transposing its hundred digit number and one digit number. The difference between the original number and the new book must be integer 9 and 11 Then divide the above. Please explain why?
- 8. The sum of a two digit number and a ten digit number is 9. If the new number obtained by transposing the two digit number and a ten digit number is 9 larger than the original number, the original two digit number is () A. 54B. 27C. 72D. 45
- 9. Why can the sum of the new number and the old number be divided by 11
- 10. Insert a digit from 0 to 9 between a two digit ten digit and a single digit, and the two digit becomes a three digit, which has the sum of the three digit and the two digit It is 10 times of this two digit number. Find all the three digits that meet the condition
- 11. What quantifier does line use
- 12. What are the quantifiers of flowers
- 13. Symbolize the following propositional predicates 1. "All rational numbers are real numbers" 2. "Some rational numbers are not integers"
- 14. Why does the full quantifier become the existential quantifier and "affirmative" become "negative" after proposition negation
- 15. How to distinguish the negative proposition with full quantifier from the negative proposition, please give an example
- 16. What does a * B mean in mathematics
- 17. What is the meaning of "e" in mathematics? What comes from mathematics? There are some numbers on the top of the word "e", such as 2-1 It's on the bottom, it's on the left,
- 18. ① What is a proposition? What is proved is a theorem
- 19. Happy New Year; Can all simple propositions be written in the form of "if P then q"? I feel that it's OK. For example, I'm human; if a creature is me, then it must be human; So "simple proposition" and "if P then q proposition" are equivalent? one
- 20. On the symbolization of discrete mathematical propositions Some people like all the flowers Let P (x): X be a person; Q (y): y be a flower; R (x, y): X like y All athletes admire certain coaches Let P (x): X be the athlete; Q (y): y be the coach; R (x, y): X admire y Why is that so? I don't think the two answers should be the same as the third question?