Multiple Choice
Identify the choice that best completes the
statement or answers the question.
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Solve the equation.
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1
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2
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3
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3x – 2 = 4x + 4
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4
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A balloon takes off from a location that is 39 ft above sea
level. It rises 46 ft/min. Write an equation to model the balloon’s elevation (h) at
time (t).
A | t = 46h + 39 | B | h = 46t + 39 | C | h = 39t + 46 | D | t
= 39h + 46 |
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5
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Write an equation for the line shown below.
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6
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Write an equation that can be used to reflect the data in
the table below?
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Find the x- and y-intercept of the
line.
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7
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6x + 10y = 120
A | x-intercept is 12; y-intercept is
20. | C | x-intercept is 6; y-intercept is
10. | B | x-intercept is 10; y-intercept is
6. | D | x-intercept is 20; y-intercept is
12. |
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Write the linear inequality shown in the
graph.
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8
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9
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10
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A 6-mi cab ride costs $8.90. A 8-mi cab ride costs $11.30.
Find a linear equation that can be used to calculate the cost (c) at distance
(d).
A | c = 1.41d + 1.70 | C | d = 1.20c + 2.40 | B | c = 1.48d +
2.40 | D | c = 1.20d + 1.70 |
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11
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Linda’s car holds 16 gallons of gasoline in the
tank. When she drives on the highway, she uses about 1.8 gallons each hour. If Linda begins with
a full tank of gas on a long highway trip to visit her brother, write an equation that can be used to
calculate how much gas (g) is in the tank after h hours of driving.
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Solve the proportion.
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12
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Graph the inequality on a coordinate
plane.
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13
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Which of the following points does not belong to
the graph of  ?
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Find the slope and y-intercept of the
line.
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14
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y =  x + 8
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15
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4x + 2y = –58
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Write the slope-intercept form of the equation for the
line.
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16
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A | y = 2x  1 | C | y = x
 1 | B | y = 2x  1 | D | y =  x  1 |
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Solve the equation or formula for the indicated
variable.
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17
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The formula for the time a traffic light remains yellow is
 , where t is the time in seconds and s is the speed limit in miles per
hour.
| a. | Solve the equation for s. | | b. | What is the speed limit at a traffic light that remains yellow for 5
seconds? | | |
A |  ; s = 32 mi/h | C |  ; s = 32 mi/h | B |  ; s = 40 mi/h | D |  ; s =
39 |
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18
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Write an equation for a line with a slope of  and a
y-intercept of 1.
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19
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Write the following inequality in slope-intercept
form.
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20
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What is the slope of the line segment graphed
below?
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21
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A community recreation center charges a fixed fee of $200
plus $40 per hour to rent their facilities. Write an equation that shows the total cost (t) of
renting the recreation center for h hours.
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22
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Kristen earns $8.25 per hour at her part-time job. The
linear graph below shows how much she earns for working different numbers of hours. Suppose she gets
a raise of $0.40 per hour. What part of the graph would change?
A | the slope | C | the
y-intercept | B | The graph would remain the
same. | D | the x-intercept |
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23
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Write an equation for the graph
shown below. 
A | y =  x –
24 | B | y =  x + 24 | C | y =  x + 24 | D | y =  x + 24 |
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Write an equation in point-slope form for the line
through the given point with the given slope.
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24
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(–4, 10); m = 
A | y + 4 =  (x –
10) | C | y – 10 =  (x +
4) | B | y + 10 =  (x –
4) | D | y + 10 =  (x +
4) |
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Find the slope of the line that passes through the pair
of points.
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25
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(4, 8), (8, –1)
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