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Week 9 Math 8

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Last updated almost 6 years ago
23 questions
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Question 1
1.

Mrs. Gill's pups name is our secret word for this week! What was her pups name from the video?

Question 2
2.

How do you determine if a graph is linear or nonlinear?

Question 3
3.

Is this linear or nonlinear?

Question 4
4.

Is this linear or nonlinear?

Question 5
5.

How do you use the vertical line test to determine if a graph is a function or relation?

Question 6
6.

Which is an example of a function?

Question 7
7.

Is this graph linera or nonlinear AND is this graph a function or relation?

Question 8
8.

Is this graph linera or nonlinear AND is this graph a function or relation?

Question 9
9.

Is this graph linera or nonlinear AND is this graph a function or relation?

Question 10
10.

Is this graph linera or nonlinear AND is this graph a function or relation?

Question 11
11.

What does a linear equation look like?

Question 12
12.

What cannot be in a linear equation? Select all that apply.

Question 13
13.

Is the equation linear or nonlinear?

Question 14
14.

True or False: The equation below is linear because it can be written as y=mx+b

Question 15
15.

True or False: The equation below is not a function because it has a variable with an exponent.

Question 16
16.

Is the equation linear or nonlinear?

Question 17
17.

Is this function linear or nonlinear?

Question 18
18.

Is the equation linear or nonlinear?

Question 19
19.

How do you determine if a table is linear or nonlinear?

Question 20
20.

Is this table linear or nonlinear? (remember to do the loops, linear loops)
If this table is linear, what is the slope/rate of change?

Question 21
21.

Is this table linear or nonlinear? (remember to do the loops, linear loops)
If this table is linear, what is the slope/rate of change?

Question 22
22.

Is this table linear or nonlinear? (remember to do the loops, linear loops)
If this table is linear, what is the slope/rate of change?

Question 23
23.

Is this table linear or nonlinear? (remember to do the loops, linear loops)
If this table is linear, what is the slope/rate of change?