Question 1 (2 points) What is the slope of the line containing the points (5, −3)
and (−1, 4)

?
Question 1 options:

−76

76

−67

67

Question 2 (2 points)

What is the slope of the line?

Question 2 options:

1

2

12

−2

Question 3 (2 points)

What is the slope of the line?

Question 3 options:

0

1

-1

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Question 4 (2 points)

You calculate that the slope of a line is zero. What does that tell you about the graph of the line?
Question 4 options:

The line is vertical.

The line must pass through the origin.

The line is horizontal.

No line has a slope of zero, so your calculations must be wrong.
Question 5 (2 points)

Which statement is true about the line in the graph?

Question 5 options:

The slope is less than zero and the y-intercept is greater than zero.

The slope is less than zero and the y-intercept is less than zero.

The slope is greater than zero and the y-intercept is greater than zero.

The slope is greater than zero and the y-intercept is less than zero.
Question 6 (2 points)

What is the equation of a line with a y-intercept of -3 and a slope of 4?
Question 6 options:

y=3x−4

y=−3x+4

y=4x−3

y=−4x+3

Question 7 (2 points)

Write the equation in slope-intercept form.

4x+3y=18

Question 7 options:

y=43x+6

y=−34x+184

y=−43x+6

y=4x+6

Question 8 (2 points)

Which equation matches the graph?

Question 8 options:

y=−2x+2

y=2x+2

y=−12x+2

y=12x+2

Question 9 (2 points)

Which equation matches the graph?

Question 9 options:

y=500x+60

y=−500x+60

y=60x+500

y=−60x+500

Question 10 (2 points)

Which equation represents the situation?

A university charges a $100 application fee and $720 per month tuition.
Question 10 options:

y=100x−720

y=100x+720

y=720x−100

y=720x+100

Question 11 (2 points)

Hoa sells vacuum cleaners. She earns $500 weekly salary in addition to $40 for each vacuum cleaner sold. Write a linear equation to represent her weekly pay based on the number of vacuum cleaners she sells.
Question 11 options:

y=40x+500

y=500x+40

x=40y+500

x=500y+40

Question 12 (2 points)

What is the equation of the line in the graph?

Question 12 options:

y=3x+12

y=2x+3

y=3x+2

y=12x+3

Question 13 (2 points)

What does the y-intercept of the graph mean in this scenario?

Question 13 options:

The cost per hour

The initial fee for parking in the garage

The total cost

The total number of hours
Question 14 (2 points)

What does the slope of the graph mean in this scenario?

Question 14 options:

The cost per hour

The initial fee for parking in the garage

The total cost

The total number of hours
Question 15 (2 points)

How much does it cost to park in the garage per hour?

Question 15 options:

$0.50 per hour

$1 per hour

$2 per hour

$3 per hour
Question 16 (2 points)

Dustin is riding his bike to the beach. The graph represents his distance from the beach based on the number of hours he's traveled.

What does the slope represent?

Question 16 options:

The speed

The total hours

The total miles

The initial distance from the beach
Question 17 (2 points)

Dustin is riding his bike to the beach. The graph represents his distance from the beach based on the number of hours he's traveled.

What does the y-intercept represent?

Question 17 options:

The speed

The total hours

The total miles

The initial distance from the beach
Question 18 (2 points)

The total cost for taking Tae Kwon Do lessons, based on the number of classes attended, is represented by the graph.

What does the slope represent?

Question 18 options:

The cost per class

The application fee

The number of classes attended

The total cost of attending
Question 19 (2 points)

The total cost for taking Tae Kwon Do lessons, based on the number of classes attended, is represented by the graph.

What could the y-intercept represent?

Question 19 options:

The cost per class

The application fee

The number of classes attended

The total cost of attending
Question 20 (2 points)

The total cost for taking Tae Kwon Do lessons, based on the number of classes attended, is represented by the graph.

How much do they charge per lesson?
Question 20 options:

$15 per lesson

$20 per lesson

$10 per lesson

$25 per lesson
Question 21 (2 points)

How do you graph the solution to the inequality?

y≤−2x+3

Question 21 options:

Solid line, shade above

Solid line, shade below

Dotted line, shade above

Dotted line, shade below
Question 22 (2 points)

How do you graph the solution to the inequality?

3x−2y<6

Question 22 options:

Solid line, shade above

Solid line, shade below

Dotted line, shade above

Dotted line, shade below
Question 23 (2 points)

Which situations represent a direct variation? Select all that apply.
Question 23 options:

xy=2

yx=6

As time increases, the distance traveled increases

The cost per wing at a restaurant that charges $25 for unlimited wings

y=−3.5x

Question 24 (2 points)

Which graph represents a direct variation?
Question 24 options:

Question 25 (2 points)

Which graph represents an indirect variation?
Question 25 options: