Solve the problem.
119)
On a certain map, 1 inch equals 24 miles. How many miles are in 53
4 inches?
119)
A)
44
23 miles
B)
30 3
4 miles
C)
33 miles
D)
138 miles
120)
A nail 23
4 inches long is driven into a board 13
5 inches thick. How much of the nail protrudes from
the other side of the board?
120)
A)
13
20 in.
B)
1
3 in.
C)
3
20 in.
D)
25
9 in.
Perform the operation and reduce to lowest terms.
121)
21
4÷7
121)
A)
35
6
B)
15 3
4
C)
9
28
D)
9
56
The graph represents the 24–hour day of a small–business owner.
Sleep 1
4Work 1
3
Free time 1
24
Eat 1
12
Travel 1
8Worry 1
6
122)
How many hours of the day are spent in work, worry, and travel?
122)
A)
12 hours
B)
14 hours
C)
15 hours
D)
16 hours
Add. Write the answer in lowest terms.
123)
4
15 +7
10
123)
A)
29
30
B)
11
25
C)
29
5
D)
11
150
124)
2
5+2
15
124)
A)
8
15
B)
4
15
C)
1
5
D)
41
75
Subtract. Write the answer in lowest terms.
125)
4
5
–3
20
125)
A)
7
10
B)
3
5
C)
13
20
D)
1
20
Solve the problem.
126)
To obtain a certain shade of paint, Peter mixed 62
3 gallons of white paint with 2 gallons of brown
and 11
9 gallons of blue paint. How much paint did he have?
126)
A)
17
40 gal
B)
9
88 gal
C)
97
9 gal
D)
26
17 gal
127)
Peter must practice the piano 31
5 hours per week. He has already practiced 12
3 hours. How many
more hours does he need to practice?
127)
A)
1
5 hr
B)
6
11 hr
C)
42
11 hr
D)
18
15 hr
Write the fraction in lowest terms.
128)
2
8
128)
A)
7
B)
4
C)
1
4
D)
2
8
Solve the problem.
129)
Ellen is knitting a scarf with one 7–inch blue stripe, one 25
6–inch green stripe, and one 2 1
5–inch
white stripe. How wide is the scarf?
129)
A)
30
361 in.
B)
33
13 in.
C)
13
42 in.
D)
12 1
30 in.
Add. Write the answer in lowest terms.
130)
33
5
10 4
7
+
4
5
130)
A)
14 1
2
B)
15 34
35
C)
14 34
35
D)
13 34
35
Subtract. Write the answer in lowest terms.
131)
8
9–1
2
131)
A)
5
54
B)
5
3
C)
18
7
D)
7
18
Change the improper fraction to a whole or mixed number.
132)
66
3
132)
A)
21
B)
22 2
3
C)
22
D)
23
Add. Write the answer in lowest terms.
133)
16 3
8
+ 18 1
8
133)
A)
33 1
2
B)
35 1
2
C)
34 1
2
D)
16 1
2
Write the fraction in lowest terms.
134)
66
750
134)
A)
749
65
B)
125
11
C)
11
125
D)
67
751
Solve the problem.
135)
To obtain a certain shade of paint, Peter mixed 6 gallons of white paint with 17
9 gallons of brown
and 2 gallons of blue paint. How much paint did he have?
135)
A)
210
21 gal
B)
21
52 gal
C)
9
88 gal
D)
97
9 gal
Change the improper fraction to a whole or mixed number.
136)
90
15
136)
A)
7
B)
62
15
C)
6
D)
5
Find the least common denominator for the given set of denominators.
137)
135, 56, 150
137)
A)
37,800
B)
1050
C)
3780
D)
7560
The graph represents the 24–hour day of a small–business owner.
Sleep 1
4Work 1
3
Free time 1
24
Eat 1
12
Travel 1
8Worry 1
6
138)
If “worry” is another form of work, what fraction of the day is spent working?
138)
A)
2
3
B)
7
12
C)
1
3
D)
1
2
Subtract. Write the answer in lowest terms.
139)
27
9
–21
2
139)
A)
5
27
B)
12
3
C)
33
5
D)
5
18
Solve the problem.
140)
A laminated lab bench has 12
5 inches of plywood, 31
2 inches of pressed board, and 9
11 inch of
formica. What is the thickness of the lab bench?
140)
A)
579
110 in.
B)
2
3 in.
C)
110
629 in.
D)
11
2 in.
Perform the operation and reduce to lowest terms.
141)
77
9÷10
141)
A)
23
30
B)
70
89
C)
7
9
D)
71
90
Write an equivalent fraction using the given denominator.
142)
21
11 =77
142)
A)
77
B)
294
C)
147
D)
7
Write as a fraction in lowest terms.
143)
0.03
143)
A)
1
6
B)
3
200
C)
3
100
D)
3
50
Answer Key
Testname: C2
Answer Key
Testname: C2
Answer Key
Testname: C2