Domain and Range of Piecewise Functions

Last updated over 3 years ago

12 questions

Note from the author:

Clyde A Erwin High Domain and Range of Piecewise Functions

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Domain and Range of Piecewise Functions

Last updated over 3 years ago

12 questions

Note from the author:

Clyde A Erwin High Domain and Range of Piecewise Functions

Question 1

Match these symbolic notation statements with their interval matches:

Draggable item		Corresponding Item

Question 2

Find the domain and range for the graph below:

Domain: 
Range: 

Domain: 
Range: 

Domain: 
Range: 

Domain: 
Range: 

Question 3

Determine the domain and range of the piecewise function graphed:

Domain: [-1, 1], Range: [0, 1]

Domain: [-3, 1]; Range: [-1, 3]

Domain: (-3, 1); Range: (-1, 3)

Domain: [-1, 3]; Range: [-3, 1]

Question 4

How many intervals would you have to write for the range of this graph?

Question 5

How many intervals would you have to write for the domain of this graph?

Question 6

Which is the correct range for the graph?

[-1, +infinity)

(-1, +infinity)

(-infinity, +infinity) 

[4, +infinity)

Question 7

Graph the piecewise function below in Desmos. Then find the statement below with the correct domain and range.

Domain: 
Range: 

Domain:

Range:

Domain: 
Range: 

Domain: 
Range: 

Question 8

Graph the piecewise function given below (remember to use absolute value bars | | for the middle rule!). Then, type in the domain for the whole function below.

Question 9

Graph the piecewise function given below (remember to use absolute value bars | | for the middle rule!). Then, type in the range for the whole function below.

Question 10

10.

What is the only positive whole number that is not included in the range for the graph of this rule?

Question 11

11.

What is the domain for the function?

Question 12

12.

What is the range for the function?