Which of the following statement/s is or are correct? * i. A function is necessarily a relation. ii. A relation is possibly a function. i. Consider the set of students who are enrolled in GMath course and the set of Mathematics faculty members for the first semester of the academic year 2018-2019 in Saint Louis University (SLU). Suppose we define a relation between the two sets by saying that a student corresponds to a Math faculty member if the student is currently enrolled in the said course taught by that faculty member. This relation is, at all times, a function. O i only i and iii only ii and ii only O i, i, and ii

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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Which of the following statement/s is or are correct? *
i. A function is necessarily a relation.
ii. A relation is possibly a function.
i.
Consider the set of students who are enrolled in GMath course and the set of
Mathematics faculty members for the first semester of the academic year 2018-2019 in
Saint Louis University (SLU). Suppose we define a relation between the two sets by saying
that a student corresponds to a Math faculty member if the student is currently enrolled
in the said course taught by that faculty member. This relation is, at all times, a function.
O i only
i and iii only
ii and ii only
O i, i, and ii
Transcribed Image Text:Which of the following statement/s is or are correct? * i. A function is necessarily a relation. ii. A relation is possibly a function. i. Consider the set of students who are enrolled in GMath course and the set of Mathematics faculty members for the first semester of the academic year 2018-2019 in Saint Louis University (SLU). Suppose we define a relation between the two sets by saying that a student corresponds to a Math faculty member if the student is currently enrolled in the said course taught by that faculty member. This relation is, at all times, a function. O i only i and iii only ii and ii only O i, i, and ii
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