Multiple Choice Identify the
choice that best completes the statement or answers the question.
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1.
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A child’s ticket for a
play costs $6 less than an adult’s ticket. If a represents the cost of an adult’s ticket, which expression represents
the cost of a child’s ticket?
a. | a – 6 | c. | 6a | b. | 6 + a | d. | 6 – a |
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2.
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Terry scored 18 more points
than Bob in a basketball game. If b represents the number of points that Bob scored, which expression represents
the number of points that Terry scored?
a. | b – 18 | b. | b +
18 | c. | 18b | d. | 18 – b |
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3.
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Linda is selling
b of her bracelets on the
Internet for $7.25 each. Which of the following expressions describes the amount Linda will be
paid?
a. | b + $7.25 | b. | $7.25 – b | c. | $7.25 ÷
b | d. | b
$7.25 |
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4.
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What is the value of the
expression in the table when b
= 5?
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5.
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Victoria sings at parties for
$12 per party. She spent $33 on an ad in the newspaper. The expression 12x – 33 can be used to find the amount
Victoria earns for singing at x parties. How much will Victoria earn if she sings at 8
parties?
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6.
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Which algebraic expression can
be used to describe the output pattern in the table if the input is a variable p?
| Input | 3 | 6 | 9 | 12 | 15 | | Output | 15 | 30 | 45 | 60 | 75 | | | | | | |
a. | p + 12 | c. | p ÷
3 | b. | 5p | d. | p ÷
5 |
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7.
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A potter can make 152 vases in
4 weeks. At this rate, how many weeks will it take the potter to make 304 vases?

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8.
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Melissa walked 3 laps less than
Tyler. If t represents the
number of laps that Tyler walked, which expression represents the number of laps Melissa
walked?
a. | 3 – t | c. | 3 + t | b. | 3t | d. | t – 3 |
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9.
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Glenn has twice as many yo-yos
as Courtney. If c represents
the number of yo-yos that Courtney has, which expression represents the number of yo-yos that Glenn
has?
a. | c + 2 | b. | c – 2 | c. | 2c | d. | 2 – c |
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10.
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What is done first to evaluate
the expression 30 – 12 ÷ 6 (4 + 3)?
a. | Add 4 +
3. | c. | Divide 12 ÷
6. | b. | Multiply 6
4. | d. | Subtract 30 –
12. |
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11.
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Rebecca is selling 4 of her
porcelain dolls on the Internet for $18.75 each. Which of the following expressions describes the
amount Rebecca will be paid?
a. | 4
$18.75 | b. | $18.75 –
4 | c. | $18.75 ÷
4 | d. |
$18.75 |
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12.
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What is the value of the
expression in the table when n
= 5?
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13.
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What is the value of the
expression in the table when s
= 4?
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14.
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Scott sells his drawings for $3
each. He spent $18 on art supplies. The expression 3x – 18 can be used to find the profit Scott makes when he sells
x drawings. How much profit will Scott make if he sells 11 drawings?
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15.
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Which algebraic expression can
be used to describe the output pattern in the table if the input is a variable m?
Music CDs and Total
number of songs | | Input | 2 | 4 | 6 | 8 | 10 | | Output | 18 | 36 | 54 | 72 | 90 | | | | | | |
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16.
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Which algebraic expression can
be used to describe the output pattern in the table if the input is a variable t?
Movie tickets
and Total price of admission | | Input | 3 | 5 | 7 | 9 | 11 | | Output | 24 | 40 | 56 | 72 | 88 | | | | | | |
a. | 8t | c. | t +
21 | b. | 24 – t | d. | t ÷
12 |
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17.
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How can you get the variable
alone on one side of the equation c 37 = 74?
a. | Multiply both sides of the equation
by 37. | b. | Add 37 to both sides of the equation. | c. | Subtract 74 from both sides of the
equation. | d. | Divide both sides of the equation by
37. |
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18.
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Gina’s sister is 7 years
older than Gina. This year Gina’s sister is 19. If g is Gina’s age, the equation g + 7 =
19 represents this situation. How can you get the variable alone on one side of the
equation?
a. | Multiply both sides by
7. | c. | Add 19 to both
sides. | b. | Subtract 7 from both sides. | d. | Add 7 to both sides. |
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19.
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Solve the
equation. m – 17 =
58
a. | m = 41 | b. | m =
65 | c. | m = 75 | d. | m =
85 |
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20.
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You have 63 glass marbles. This
is 18 more than the number, n,
your friend has. Find how many glass marbles your friend has by solving the equation n + 18 =
63.
a. | n = 45 | b. | n =
55 | c. | n = 71 | d. | n =
81 |
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21.
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There are 16 players on the
South Coast baseball team, including the 9 players on the field. Which equation can be used to find
p, the number of players on the
bench?
a. | p – 9 = 16 | c. | 9p = 16 | b. | p ÷
9 = 16 | d. | p + 9 = 16 |
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22.
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There was a total of 33 math
books in the two drawers of Mrs. Moeller's classroom desk, including the 17 books she found in
the bottom drawer. Which equation can be used to find b, the number of books that were in the top
drawer?
a. | b ÷ 17 = 33 | c. | 17b = 33 | b. | b
– 17 = 33 | d. | b + 17 = 33 |
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23.
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Bruce and Mercedes are selling
raffle tickets for their local community center. Mercedes sold 68 tickets, which is 21 more than
Bruce sold. Which picture and equation can be used to find t, the number of tickets Bruce
sold?
a. | t + 21 = 68

| b. | t
– 68 = 21

| c. | 21t = 68

| d. | t – 21 = 68
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24.
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Solve the
equation. 13w =
91
a. | w = 1,183 | b. | w =
104 | c. | w = 84 | d. | w =
7 |
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25.
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Kate can paint 7 boxes in 63
minutes. Solve the equation 7b
= 63 to find how long it takes her to paint one box.

a. | b = 7 minutes | b. | b = 9 minutes | c. | b = 70
minutes | d. | b = 441
minutes |
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26.
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Solve the
equation. c 7.3 = 18.7
a. | c = 2.6 | b. | c =
9.4 | c. | c = 26.0 | d. | c =
136.51 |
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27.
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The library is selling tote
bags for a fundraiser. Sheryl sold 12 tote bags for a total of $90 in sales. Which equation can be
used to find t, the cost of
each tote bag?
a. | 12t = 90 | c. | t
– 12 = 90 | b. | 90t =
12 | d. | t + 12 = 90 |
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28.
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Cindy drinks 5 cups of orange
juice each week. Which picture and equation can be used to find w, the number of weeks it will take Cindy to drink
40 cups of orange juice?
a. | 5w = 40
 | b. | w + 5 =
40
 | c. | w ÷ 5 = 40
 | d. | w
– 5 = 40
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29.
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Natalie sends 4 emails to her
best friend every day. Which picture and equation can be used to find d, the number of days it will take Natalie to send
56 emails to her friend?
a. | d ÷ 4 = 56
 | b. | d + 4 =
56
 | c. | 4d = 56
 | d. | d – 4 = 56
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30.
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How can you get the variable
alone on one side of the equation = 186?
a. | Multiply both sides of the equation
by 6. | b. | Add 186 to both sides of the equation. | c. | Subtract 186 from both sides of the
equation. | d. | Divide both sides of the equation by
6. |
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31.
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You have 36 postcards. This is
19 more than n, the number of
postcards your friend has. Find how many postcards your friend has by solving the equation n
+ 19 = 36.
a. | n = 17 | b. | n = 27 | c. | n
= 45 | d. | n = 55 |
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32.
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Solve the
equation. j – 42 =
55
a. | j = 12 | b. | j =
13 | c. | j = 87 | d. | j =
97 |
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33.
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You have 34 ribbons. This is 6
more than the number, n, your
friend has. Find how many ribbons your friend has by solving the equation n + 6 =
34.
a. | n = 6 | b. | n = 20 | c. | n =
28 | d. | n = 40 |
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34.
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The Landauer family invited 20
people to their home for dinner. They are awaiting the arrival of 13 more guests. Which equation can
be used to find g, the number
of guests that have already arrived for dinner?
a. | 13g = 20 | c. | g ÷
13 = 20 | b. | g + 13 =
20 | d. | g – 13 = 20 |
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35.
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Different string instruments
use different lengths of strings. One of Meghan’s cello strings is 40 inches long, which is 24
inches longer than one of her viola strings. Which picture and equation can be used to find
s, the length of Meghan’s
viola string?
a. | s – 24 = 40
 | b. | s
– 16 = 40
 | c. | 24s = 40
 | d. | s + 24 = 40
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36.
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Solve the
equation. 9r =
117
a. | r = 13 | b. | r =
108 | c. | r = 126 | d. | r =
1,053 |
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37.
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While in Mexico, Corinne bought
4 woven rugs for $78. Solve the equation 4r = 78 to find the cost of each rug.

a. | r = $4 | b. | r =
$19.50 | c. | r= $74 | d. | r =
$82 |
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38.
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Solve the
equation. q
41.7 = 200.16
a. | q = 4.8 | b. | q =
0.48 | c. | q = 48 | d. | q =
241.86 |
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39.
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Hal washes office windows. Last
April, he washed 6 large windows for a total of $210. Which equation can be used to find
w, the amount Hal earns for
each window?
a. | 6 – w = 210 | c. | 6 ÷ w = 210 | b. | 6w =
210 | d. | 6 – w = 210 |
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