let A= {y is an element of Z; y=6b-4 for some integer b} B= {x is an element of Z; x=3a+2 for some interger a} prove that B is not a proper subset of A and prove that A is a proper subset of B
let A= {y is an element of Z; y=6b-4 for some integer b} B= {x is an element of Z; x=3a+2 for some interger a} prove that B is not a proper subset of A and prove that A is a proper subset of B
Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter1: Fundamentals
Section1.1: Sets
Problem 13E: 13. Let Z denote the set of all integers, and let
Prove that .
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let A= {y is an element of Z; y=6b-4 for some integer b}
B= {x is an element of Z; x=3a+2 for some interger a}
prove that B is not a proper subset of A
and prove that A is a proper subset of B
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