Problem 12 Let A = [0, 10] CR. Let R be a relation on A given by [(a, b) = R E a, b are integers (c, c) € R c is not an integer In other words if (a, b) ≤ R, then either a and b are two integers, and for a non-integers c we only have (c, c) € R. So (2,3), (8,5), and 3.2, 3.2) are in R, but (3.2, 4.5) R. Find the equivalence classes and draw a picture that represents the quotient set A/R.
Problem 12 Let A = [0, 10] CR. Let R be a relation on A given by [(a, b) = R E a, b are integers (c, c) € R c is not an integer In other words if (a, b) ≤ R, then either a and b are two integers, and for a non-integers c we only have (c, c) € R. So (2,3), (8,5), and 3.2, 3.2) are in R, but (3.2, 4.5) R. Find the equivalence classes and draw a picture that represents the quotient set A/R.
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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