1. Let A = {z € Z\z ≥ 5}, B = {z € Zz ≤ 2}. (a) Find AUB. (b) Find An B (c) Find A - B (d) Find Be (e) *BONUS* A partition is a collection of sets that are mutually disjoint and whose union is the universe in which each of the sets resides. Provide a set C such that the collection {A, B, C) is a partition of Z (you can read the Wikipedia article on partitions for a more in-depth explanation and definitions!)
1. Let A = {z € Z\z ≥ 5}, B = {z € Zz ≤ 2}. (a) Find AUB. (b) Find An B (c) Find A - B (d) Find Be (e) *BONUS* A partition is a collection of sets that are mutually disjoint and whose union is the universe in which each of the sets resides. Provide a set C such that the collection {A, B, C) is a partition of Z (you can read the Wikipedia article on partitions for a more in-depth explanation and definitions!)
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Transcribed Image Text:1. Let A =
= {z € Z\z ≥ 5}, B = {z € Z\z ≤ 2}.
(a) Find AUB.
(b) Find An B
(c) Find A B
(d) Find Be
(e) *BONUS* A partition is a collection of sets that are mutually disjoint and whose union is the
universe in which each of the sets resides. Provide a set C such that the collection {A, B, C'} is a
partition of Z (you can read the Wikipedia article on partitions for a more in-depth explanation
and definitions!)
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