Graph of a function

Last updated almost 5 years ago

12 questions

Graph of a function

Last updated almost 5 years ago

12 questions

Question 1

Determine if the relation is a function and find the domain and range

Function

Not a function

Question 2

Determine if the relation is a function and find the domain and range

Function

Not a function

Question 3

Find the value

Question 4

Find the value

Question 5

Find the value

Question 6

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 7

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 8

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 9

Describe the end behavior

Question 10

10.

Describe the end behavior

Question 11

11.

Choose all that apply to the following function. Prove your answer by showing your work.

Symmetric with the y axis

Symmetric with the  x axis

Symmetric with the origin

The function is even

The function is odd

The function is not symmetric

Question 12

12.

Choose all that apply to the following function. Prove your answer by showing your work.

Symmetric with the y axis

Symmetric with the  x axis

Symmetric with the origin

The function is even

The function is odd

The function is not symmetric

Question 1

Determine if the relation is a function and find the domain and range

Function

Not a function

Question 2

Determine if the relation is a function and find the domain and range

Function

Not a function

Question 3

Find the value

Question 4

Find the value

Question 5

Find the value

Question 6

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 7

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 8

Determine if the function shown on the graph is continuous. If not, identify the type (infinite, jump, or removable) and location of discontinuity.

Question 9

Describe the end behavior

Question 10

10.

Describe the end behavior

Question 11

11.

Choose all that apply to the following function. Prove your answer by showing your work.

Symmetric with the y axis

Symmetric with the  x axis

Symmetric with the origin

The function is even

The function is odd

The function is not symmetric

Question 12

12.

Choose all that apply to the following function. Prove your answer by showing your work.

Symmetric with the y axis

Symmetric with the  x axis

Symmetric with the origin

The function is even

The function is odd

The function is not symmetric