Which of the following two sets are equal?Select one:a. A = {1, 2} and B = {1}%3DO b. A = {1, 2} and B = {1, 2, 3}O C.A = {1, 2, 3} and B = {2, 1, 3}%3DOd. None is correct

I Have answered this question in step 2.

Answered: Which of the following two sets are…

Engineering

Computer Engineering

Which of the following two sets are equal?

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

See similar textbooks

Similar questions

True/False (to show your answers, write "true" or "false" next to each of "(a)", "(b)" etc.): (a) For any two sets A and B, AUB = BUA (b) For any two sets A and B, AnB = An B (c) The power set of a finite set must be finite (d) If A and B are finite sets, then the size of the Cartesian product (A x B) is |A| + |B| (e) For any two sets A and B, A\B = B\A ----- ➖➖➖➖➖
The power set of A is denoted by What is the size of the following set? (Enter your answer as a single integer). P(A) P(P(P(P(0))))
Please help me on the questions below. This are questions on Discrete mathematics. Please help explain so I can understand the procedure. Thank you. For this Big Problem, we’re going to combine sets and binary! It works, honest. (1) Pretend like you have a set {32, 16, 8, 4, 2, 1}. What binary number could representthe subset {32, 4, 1}?(2) Pretend like you have the binary number 001010. What subset would match it?(3) What binary number represents the union of the subset from part 1 and the subsetfrom part 2?(4) What is the sum of the binary numbers from part 1 and part 2?(5) There’s a pattern for part 3 and part 4! Test it out to see if you get the same patternfor the union of the subsets {4, 2, 1} and {16, 8, 2}.(6) It turns out there is a special kind of arithmetic called Boolean Arithmetic that corresponds to set arithmetic. You can see the definition in section 6.4 of the textbook.Try using Boolean addition for the subsets in part 5. Did the pattern work this time?(7) How…
There is an upcoming football tournament, and the n participating teams are labelled from 1 to n. Each pair of teams will play against each other exactly once. Thus, a total of matches will be held, and each team will compete in n − 1 of these matches. There are only two possible outcomes of a match: 1. The match ends in a draw, in which case both teams will get 1 point. 2. One team wins the match, in which case the winning team gets 3 points and the losing team gets 0 points. Design an algorithm which runs in O(n2 ) time and provides a list of results in all matches which: (a) ensures that all n teams finish with the same points total, and (b) includes the fewest drawn matches among all lists satisfying (a). Do not write the code, give steps and methods. Explain the steps of algorithm, and the logic behind these steps in plain English.Please give time complexity. list of results mean Any combination of wins, losses and draws. You may wish to view this as a mapping from the set of…
Below are some statements; the domain of each is the set of all integers. For symbolic statements, thenegation symbol (¬) must not apear in your answer. For English statements, don’t use “It is not the casethat” or just the word “not” to form the negation.For each one, state whether the statement is TRUE, FALSE, or CAN’T BE DETERMINED. For all that onesthat are TRUE or FALSE, state the negation:1.∃n(nis even)2.∀a∀b(3a≥2b)3.∀a∃b(ab= 1)
The Euclidean Algorithm can be used to find the highest common divisor. Can you please explain with examples what the Extended Euclidean Algorithm is and how to use it.
What is the union of sets {1,3,4} and {0,3,5}?
I am dealt 5 cards in the following order: Ace, King, 8, 7, and 5. Using insertion sort, sort the cards from lowest to highest (assuming Ace is high) and answer the following questions. How many comparisons between two cards did you have to perform? How many times did you have to move a card?
19