#2 This word is used to describe a set of ordered pairs.
RELATION
#12
No, not a function? It does not pass the vertical line test.
#4 What is the output, if x = 4 in the function rule:
y= 2x +1
y = 9
#19
Function A: 5 **Greater**
Function B: 3
#14

Yes a function
#10 This word is used to describe the set of all x-values.
INPUTS
#3
Yes. A function: passes the vertical line test.
#6 What is the output, if x = -10 in the function rule:
y= 3x +10
y = -20
#5 What is the slope of the graph? What is its rate of change?
m = -13/4
rate of change = 13/4
#15 Is the relation below a function?
{(–2, 1), (3, –4), (–2, –6)}
No, the x-value: -2 repeats.
#13 This word is used to describe the set of all y-values.
OUTPUTS
#17 The mapping diagram shows a function or not?

No, not a function: 2 has two arrows
#24 Based on the graph of the function, what is the output when x = 1?

y = 1
#1 Compare the two linear functions to see who has the GREATEST rate of change?
Roberto: loses 7 pounds a week.
#21 Is the equation a function or not, and why or why not?
y = -x
Yes, equation is in slope-intercept form.
Slope = -1
#16 How do you determine if a GRAPH is a function or not?
The vertical line test (VLT)
#22 Does the following table represent a function?
x y
1 2
2 5
6 2
2 9
5 1
No, because the x-value of 2 has two different y-values of 5 and 9.
#11 Is the following equation a function? Why or why not?
x = -4
No, not a function: x = -4 is a vertical line on the graph, it would fail the VLT
#20
Function G: 1/3
Function H: 2 **Greater**
#25 Which function has the greater rate of change?
Function A: {(-10, 20), (-5, 18), (0, 16), (5, 14)}
Function B: It began snowing in Bozeman at noon on Wednesday. A meteorologist measured the snow every hour and came up with this table:
Function C: y = - ⅖ x + 45
They have the same rate of change: 2/5
# 9 This word describes any set of ordered pairs where each x-value (input) is paired with one y-value (output).
A function
#18 Is this a function and why?

No, because the x-value of 8 repeats OR it fails the VLT
#23 Find the output value when x = 4?

y = 0
#7 Sophia babysits for three different families. Sophia’s earnings for babysitting for the Smith family is represented in the table. Sophia’s earnings for babysitting for the Jones family is represented in the graph below. Lastly, Sophia’s earnings for babysitting for the Wilson family is represented by the equation below. Which family pays the most for babysitting?
The Smith family: rate of change $10 per hour.
#8 What is the equation for a line passing through all the points?
y = 20x
or
y = 20x + 0