Does the following relation on and make for a function of ?
Yes, this relation describes a function of x.
No, 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.)
Does the following relation on and make for a function of ?
Yes, this relation describes a function of x.
No, 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.)
Does the following relation on and make for a function of ?
Yes, this relation describes a function of x.
No, 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.)
Does the following relation on and make for a function of ?
Yes, this relation describes a function of x.
No, 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.)
You can earn partial credit on this problem.