. Does the following relation on a and y make for a function of æ? {(-3, 10), (–10, 1)} OYes, this relation describes a function of x. ONo, this relation does not describe a function of x. What is the domain of the relation? (Since a domain is a set of numbers, you should be using { and } in your answer.) What is the range of the relation? (Since a range is a set of numbers, you should be using { and } in your answer.)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter1: Expressions And Functions
Section1.7: Functions
Problem 60PFA
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Question
b. Does the following relation on x and y make for a function of x?
{(1,0), (–3, 5), (1, 10)}
OYes, this relation describes a function of x.
ONo, this relation does not describe a function of x.
What is the domain of the relation? (Since a domain is a set of numbers, you should be using { and } in
your answer.)
What is the range of the relation? (Since a range is a set of numbers, you should be using { and } in your
answer.)
Transcribed Image Text:b. Does the following relation on x and y make for a function of x? {(1,0), (–3, 5), (1, 10)} OYes, this relation describes a function of x. ONo, this relation does not describe a function of x. What is the domain of the relation? (Since a domain is a set of numbers, you should be using { and } in your answer.) What is the range of the relation? (Since a range is a set of numbers, you should be using { and } in your answer.)
a. Does the following relation on x and y make for a function of x?
{(-3, 10), (–10, 1) }
OYes, this relation describes a function of x.
ONo, this relation does not describe a function of x.
What is the domain of the relation? (Since a domain is a set of numbers, you should be using { and } in
your answer.)
What is the range of the relation? (Since a range is a set of numbers, you should be using { and } in your
answer.)
Transcribed Image Text:a. Does the following relation on x and y make for a function of x? {(-3, 10), (–10, 1) } OYes, this relation describes a function of x. ONo, this relation does not describe a function of x. What is the domain of the relation? (Since a domain is a set of numbers, you should be using { and } in your answer.) What is the range of the relation? (Since a range is a set of numbers, you should be using { and } in your answer.)
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