Define a relation C from R to R as follows: For any (x, y) £ R x R. (x, y) C means that x² + y² = 4 A. Is (0,0) £ C? B. Is -1, -1) £ C? C. Is (½, ½) £ C? D. Is -2 C 1? E. Is 0 C 1? F. Is -1 C -2?
Define a relation C from R to R as follows: For any (x, y) £ R x R. (x, y) C means that x² + y² = 4 A. Is (0,0) £ C? B. Is -1, -1) £ C? C. Is (½, ½) £ C? D. Is -2 C 1? E. Is 0 C 1? F. Is -1 C -2?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter1: Expressions And Functions
Section1.6: Relations
Problem 5CYU
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Define a relation C from R to R as follows:
For any (x, y) £ R x R.
(x, y) C means that x² + y² = 4
A. Is (0,0) £ C?
B. Is -1, -1) £ C?
C. Is (½, ½) £ C?
D. Is -2 C 1?
E. Is 0 C 1?
F. Is -1 C -2?
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