23. Use quantifiers to express the following(a) Every student needs a course in mathematics.vihuon(b) There is a student in this class who owns a dual SIMsmartphone.(c) Every student in this class has been in every building oncampus.(d) There is a student in this class who has been in every floor ofat least one building on campus.C.11

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Answered: 23. Use quantifiers to express the…

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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let A = {0, 75, 6, -42, 1088, 475, 609, 80, 195, 475} B = {98, -42, 1, 56, 82, 607, 741, 87, -475, 80} C= {0, 475, 485, 87, 9, -412, 90, 651, 584, 89} D = {80, -78, -452, -475, 56, 90, 431, -80, 7820} E = {1088, 4571, -80, -475, 324, 543, 777, 782} 1. Compute (a) A U B D)ט - C4 (e) (i) C – E (b) BUC (f) D – B () (An B) – C (c) An C (g)U – E (d) Bn D (h) E O B 2. Compute (a) AUD (e) (C U E) – (A U C) (i) C O D (b) BUD () В - С 6) (An B) – (D n C) (c) Cn D (g) U – B (d) An D (h) C – B 3. Compute (a) A U BUC (d) (A U B) n C (g) E - A (b) An BnC (e) (U – A) U (U – B) (h) A - E (c) An (B U C) () (U – A) n (U – B) 4. Compute (a) (A – C) n (C – D) (c) BUB (e) (U – E) U (U - D) (g) E – B (b) AU U (d) Cn{ } () (U – C) n (U – E) (h) B - E
For (a)and (b), use an Euler diagram to determine whether the syllogism is valid or invalid. Clearly define and label any sets or elements used with variables.
11. What is the domain? Alex March 10 Angela June 3 Trent January 20 August 5 November 15 Yolanda Maria Elvis DA (Alex Trent Angela Maria Evs Yolanda) OB (Trent Angela. Evis. Yolanda) OC (Alex January 20) OD.January 20, March 10une 3.August 6 Novenber 15)
Determine whether the following statements are TRUE, FALSE, OR INDETERMINATE (could be either true or false). Example: EITHER dogs bark OR cows croak. TRUE V FALSE ANSWER: TRUE (A disjunction requires at least one true statement for the whole statement to be true) 16. IF diamonds are forever, THEN diamond can cut glass. 17. IF salt is sweet, THEN so are you. female. 18. (October 10, 2020 falls on a Saturday and December 1, 2020 falls on a Wednesday) IF AND ONLY IF (bats are reptiles). 19. Puppies are young dogs IF AND ONLY IF kittens are young cats. 20. (If an ocean is a body of water then a mountain is a major landform) AND (either carabaos are animals or strawberries are vegetables).
7. Express the following in simplest form. * 4 + 2/2 120 + 8/2 136 2016 + 16 2016 + 8 V2
Part 1 1. Express the following statements using quantifiers. a. All cats have fleas. b. No one in this class knows how to speak Mandarin. 2. Form the negation of each statement without applying negation to the left of any quantifier. 3. Express each negation in simple English. Part 2 1. Given A = {4, 8, 12, 16) and B = {6, 12, 18, 24), determine the following a. AUB b. An B c. A-B d. B-A
5. Monica is looking for a book in Perpucil. When passing a shelf, he see that there are some books that are not neatly arranged. He intends to compile books and calculate the number of ways that can be done to arrange the books the. There are 5 types of books that Monica will arrange. Each type of book to be compiled It consists of books with different titles. Here are the details of 5 Types of books to be compiled:● Calculus type books: 5 books● Discrete Mathematics type books: 7 books● PSD type books: 3 books● Kombistek type books: 4 books● DDP type books: 6 booksCount the number of ways to arrange the books in a row on a shelfprovision:a. There are no special requirements in the preparation of the bookb. Similar books should be placed next to each otherc. Similar books should be placed side by side and the book that occupies the position the right and left edges of the shelf are between books of the Discrete Mathematics or DDP typed. Similar books should be placed side by side and…
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8. Use quantifiers and predicates with more than one variable to express this statement: “There a person in your class who has taken every math class at Liberty University." Let the domain of x be all people and the domain of y be all classes.
QUESTION 4 Identify the type of the given propositions. ✓p^F ✓-pvp ✓ F→q ✓ F→q A. Contradiction B. Tautology C. Contingency
4. As soon as possible please.

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