Exam
Name___________________________________
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
Provide an appropriate response.
1)
What is the additive inverse of 0?
1)
2)
If x is positive and y is negative, which of the following quantities are positive?
(a) x – y (b) x · y (c) y – x (d) x
y(e) x ·x ·y(f) x ·y ·y
2)
3)
Is the integer 0 positive or negative? Explain.
3)
4)
Use decimal notation to give an example of a rational number which does not terminate.
4)
5)
Explain the purpose of each “–” sign in these examples. (a) 4– 2 (b) (-2) (c) –(-9)
5)
6)
List the following quantities in order from the smallest to the largest.
–11
3–1
21
100 0 –2–3
4–0.6 0.0001
6)
7)
Explain what happens when an integer is multiplied by 1, –1, and 0. Which one is the
multiplicative identity for integers?
7)
8)
Which of the following are rational numbers?
2.73.2561 0–2 8 –3
4–0.6
8)
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
Add. Do not use a number line except as a check.
9)
-16 + (-21)
9)
A)
-5
B)
37
C)
5
D)
-37
Subtract.
10)
74 – (-26)
10)
A)
48
B)
100
C)
–48
D)
-100
Convert to decimal notation.
11)
–11
15
11)
A)
–0.7
B)
–1.36
C)
–0.73
D)
–0.7
Find the reciprocal.
12)
0
12)
A)
0
B)
1
0
C)
–1
D)
The number 0 has no reciprocal.
13)
Find –x when x is -1.4954
13)
A)
1.4954
B)
0
C)
-1.4954
D)
1
-1.4954
A
14)
0.04 – 0.18
14)
A)
-0.12
B)
-0.14
C)
0.0072
D)
-0.22
B
15)
–11
4
15)
A)
–0.275
B)
-0.275
C)
-2.75
D)
-1.375
C
16)
-3.258
16)
A)
3.258
B)
0
C)
-3.258
D)
-6.516
A
D
Divide, if possible.
17)
-96
4
17)
A)
24
B)
–1
24
C)
-24
D)
-34
Add. Do not use a number line except as a check.
18)
-44 +7.4 + (-12.6) + (-20) +57
18)
A)
-27
B)
13
C)
-1.8
D)
-12.2
Divide, if possible.
19)
50
0
19)
A)
0
B)
25
C)
25
2
D)
Not defined
Simplify.
20)
93 – 10 ·7+ 7
20)
A)
30
B)
97
C)
588
D)
1162
Solve the problem.
21)
The temperature at the South pole was -9° at 8 am. At 3 pm, it was 16°. By how many degrees did
the temperature rise?
21)
A)
by -7°
B)
by -25°
C)
by 25°
D)
by 7°
Tell which integer corresponds to the situation.
22)
The team gave up 17 points.
22)
A)
17
B)
-17
Solve the problem.
23)
During one year 28 new employees began work at Daniel’s Manufacturing Company and 29
employees left. At the beginning of the year there were 309 employees. What was the number of
employees at the end of the year?
23)
A)
366 employees
B)
252 employees
C)
308 employees
D)
337 employees
Multiply.
24)
-10 ·(-5) ·8·(-17)
24)
A)
6800
B)
-24
C)
417
D)
-6800
Divide, if possible.
25)
0
7
25)
A)
7
B)
-7
C)
0
D)
Not defined
Simplify.
26)
-13 + (-3) + (-20) + (-1) +9+ (-12)
26)
A)
–58
B)
-40
C)
26
D)
-26
5
Multiply.
27)
1
3·8
3·1
9
27)
A)
– 2
3
B)
– 1
81
C)
8
81
D)
8
9
Add. Do not use a number line except as a check.
28)
2.4 + (-6.7)
28)
A)
4.3
B)
-9.1
C)
-4.3
D)
9.1
Solve the problem.
29)
On January 5, the temperature at a camp site near the arctic circle was –26° Fahrenheit. The
temperature rose 4°F per day for 4 days. What was the temperature on January 9th?
29)
A)
10°F
B)
-10°F
C)
-11°F
D)
11°F
Convert to decimal notation.
30)
–23
10
30)
A)
–2.3
B)
–2.3
C)
–0.23
D)
–4.6
Solve the problem.
31)
Last year, Maria earned $363 per week. This year, her salary increased to $379 per week. What is
the percent of increase?
31)
A)
4.2%
B)
4.4%
C)
95.6%
D)
95.8%
Graph the numbers on the number line.
32)
-5 2
3, -3, -1, 12
3
32)
A)
B)
C)
D)
Divide, if possible.
33)
108
-4
33)
A)
–1
27
B)
27
C)
-37
D)
-27
Solve the problem.
34)
The stock market gained 33 points on Tuesday and lost 39 points on Wednesday. It had closed on
Monday at 2576 points. Where did the market close on Wednesday?
34)
A)
2504 points
B)
2570 points
C)
2648 points
D)
2582 points
Find the reciprocal.
35)
1
10
35)
A)
–10
B)
–1
C)
10
D)
–1
10
Multiply.
36)
– 8
3
9
4
36)
A)
17
B)
– 6
C)
– 27
32
D)
– 2
3
37)
–0.4 ·3.04
37)
A)
-1.216
B)
2.64
C)
1.216
D)
3.44
Subtract.
38)
73.10 – 39
38)
A)
34.60
B)
34.20
C)
112.10
D)
34.10
39)
0.19 – (-7.772)
39)
A)
7.582
B)
8.062
C)
7.962
D)
1.477
Simplify.
40)
18 + (-8)– 2 – (–8) +18
40)
A)
22
B)
34
C)
18
D)
2
8
41)
-20 – 2 + (-1)
41)
A)
-23
B)
17
C)
-17
D)
-19
Multiply.
42)
20 ·(-1.6) ·3·(-0.03)
42)
A)
2.88
B)
28.8
C)
-28.8
D)
-2.88
Divide.
43)
27.3
–4
43)
A)
–0.6825
B)
–6.825
C)
–0.06825
D)
–68.25
Simplify.
44)
72–53
44)
A)
–76
B)
44
C)
85,184
D)
8
Solve the problem.
45)
Find the opposite of -1.9
45)
A)
1
-1.9
B)
0
C)
-1.9
D)
1.9
Convert to decimal notation.
46)
–5
6
46)
A)
–0.833
B)
–0.8
C)
–0.83
D)
–0.83
Subtract.
47)
-0.56 –4
47)
A)
-4.56
B)
3.44
C)
4.56
D)
-3.44
48)
–4+4
48)
A)
–1.9
B)
–0.9
C)
–9
D)
Not defined
49)
An ascending weather balloon starts taking air samples at a height of 30,000 feet and every 2000
feet thereafter. What is its height when it takes the 7th sample?
49)
A)
46,000 ft
B)
40,000 ft
C)
44,000 ft
D)
42,000 ft
Convert to decimal notation.
50)
– 21
4
50)
A)
-2.25
B)
-0.225
C)
–0.225
D)
-1.125
Multiply.
51)
– 8
9·1
2
51)
A)
– 9
16
B)
– 7
18
C)
– 7
11
D)
– 4
9
Simplify.
52)
72 ÷ (–8) –16 ÷ (–2)
52)
A)
–1
B)
–17
C)
17
D)
1
Convert to decimal notation.
53)
–1
8
53)
A)
–0.125
B)
0.125
C)
–0.125
D)
-0.125
Simplify.
54)
22 +43÷(-4)
54)
A)
38
B)
6
C)
-4394.000
D)
-21.500
Insert < or > to make the statement true.
55)
8 ___ -4
55)
A)
8 < -4
B)
8 > -4
56)
-8 ___ 0
56)
A)
-8 < 0
B)
-8 > 0
Add. Do not use a number line except as a check.
57)
-5.9 + (-1.4) +10.1
57)
A)
-2.8
B)
-17.4
C)
2.8
D)
5.6
D)
Find the reciprocal.
58)
–19
8
58)
A)
–8
B)
19
8
C)
8
19
D)
–8
19
D)
Solve the problem.
59)
Find –(–x)when x =– 47
5
59)
A)
– 5
47
B)
47
5
C)
– 47
5
D)
5
47
D)
Simplify.
60)
63+5·12 – (17 +15 ·2)
60)
A)
212
B)
229
C)
2605
D)
289
D)
12
Add. Do not use a number line except as a check.
61)
-2.2 + (-6.8) + (-5.8) +10
61)
A)
8.8
B)
6.8
C)
-11.2
D)
-4.8
Insert < or > to make the statement true.
62)
9.06 ___ -9.08
62)
A)
9.06 <-9.08
B)
9.06 >-9.08
Subtract.
63)
-7 – (-6)
63)
A)
-13
B)
1
C)
13
D)
-1
Simplify.
64)
82+ 62– 11
64)
A)
45
B)
17
C)
185
D)
89
Add. Do not use a number line except as a check.
65)
–1
9+ – 2
9
65)
A)
– 1
9
B)
– 1
3
C)
1
9
D)
1
3
Insert < or > to make the statement true.
66)
1
2 ___ –7
8
66)
A)
1
2<–7
8
B)
1
2>–7
8
Add. Do not use a number line except as a check.
67)
–4
7+2
7
67)
A)
2
7
B)
– 6
7
C)
– 2
7
D)
6
7
Subtract.
68)
–4.4 – 0
68)
A)
0
B)
4.4
C)
–4.4
D)
undefined
69)
12
7–12
7
69)
A)
–96
7
B)
96
7
C)
0
D)
undefined
Graph the numbers on the number line.
70)
-9, -7, -5, -3
70)
A)
B)
C)
D)
Simplify.
71)
20 –0–6– (-9)+ (-4)
71)
A)
21
B)
19
C)
13
D)
1
Divide, if possible.
72)
-20
2
72)
A)
-10
B)
–1
10
C)
-20
D)
10
Simplify.
73)
9+ (–4) +5(–5)
73)
A)
-12
B)
-20
C)
30
D)
38
15
Subtract.
74)
–7
8–2
5
74)
A)
19
40
B)
– 51
13
C)
– 51
40
D)
– 9
13
Divide.
75)
-5.6 ÷(-2.8)
75)
A)
-0.2
B)
2
C)
0.2
D)
-2
76)
2.8
0.07
76)
A)
27.3
B)
2.73
C)
1
40
D)
40
Divide, if possible.
77)
104
-4
77)
A)
-26
B)
-36
C)
26
D)
–1
26
Subtract.
78)
1
2–7
5
78)
A)
9
2
B)
– 10
9
C)
– 9
10
D)
– 4
5
Find the absolute value.
79)
-19.8
79)
A)
39.6
B)
–19.8
C)
19.8
D)
0
Insert < or > to make the statement true.
80)
1.7 ___ -3.8
80)
A)
1.7 <-3.8
B)
1.7 >-3.8
Subtract.
81)
-14 – (-19)
81)
A)
5
B)
-14
C)
-33
D)
-5
Multiply.
82)
– 1
5
25
28
82)
A)
– 1
140
B)
26
23
C)
– 125
28
D)
– 5
28
Simplify.
83)
192÷ (24 ÷4)
83)
A)
8
B)
32
C)
2
D)
186
Tell which integer corresponds to the situation.
84)
Losing 52 cents
84)
A)
-52
B)
52
Subtract.
85)
24 – (-21)
85)
A)
-3
B)
3
C)
45
D)
-45
86)
0 –17
86)
A)
0
B)
1
17
C)
17
D)
-17
Insert < or > to make the statement true.
87)
6
10 ___ 2
3
87)
A)
6
10 >2
3
B)
6
10 <2
3
18
Divide, if possible.
88)
-152 ÷38
88)
A)
4
B)
-4
C)
–1
4
D)
-14
Add. Do not use a number line except as a check.
89)
-2.5 + (-7.3)
89)
A)
9.8
B)
-9.8
C)
-4.8
D)
4.8
Simplify.
90)
19 + (-15)–18 – (-17)
90)
A)
5
B)
-31
C)
35
D)
3
Multiply.
91)
5
7·1
2
91)
A)
7
10
B)
14
5
C)
2
3
D)
5
14
Find the reciprocal.
92)
–3
7
92)
A)
7
3
B)
–1
7
C)
3
7
D)
–7
3
Find the absolute value.
93)
|120|
93)
A)
120
B)
–120
C)
0
D)
240
Divide, if possible.
94)
-84 ÷ (-3)
94)
A)
28
B)
-28
C)
1
28
D)
18
A
D)
Multiply.
95)
–8·(-6) ·(-4) ·6·(-7)
95)
A)
–1145
B)
–8064
C)
8064
D)
-19
C
D)
96)
-3 · (-10)
96)
A)
40
B)
30
C)
-33
D)
33
B
D)
Simplify.
97)
52–92
92+82
97)
A)
– 56
145
B)
16
289
C)
16
145
D)
– 56
289
A
D)
A
D)
Subtract.
98)
1
4–7
8
98)
A)
9
8
B)
–9
8
C)
5
8
D)
– 5
8
Tell which integer corresponds to the situation.
99)
$3077 in debt
99)
A)
3077
B)
-3077
B)
Solve the problem.
100)
Change the sign – 27
5.
100)
A)
27
5
B)
5
27
C)
– 5
27
D)
– 27
5
B)
Add. Do not use a number line except as a check.
101)
-24 + – 7
9+27 + – 8
9
101)
A)
14
3
B)
4
3
C)
– 4
3
D)
– 14
3
B)
Solve the problem.
102)
By switching service providers, a family’s telephone bill decreased from about $50 a month to
about $44. What was the percent of decrease?
102)
A)
13.6%
B)
–12%
C)
–13%
D)
12%
B)
B)
103)
A corporation’s bank account has $7602 in it when the treasurer writes checks for $375, $5034, and
$3244. Then deposits of $3659 and $2442 are made. How much is in the account? Is it overdrawn?
103)
A)
$5050, no
B)
-$10,154, yes
C)
$8294, no
D)
$10,154, no
104)
A bike road race starts at an elevation of 890 feet and passes through 5 stages where the elevation
changes by 53 feet, 338 feet, -686 feet, -244 feet, and -76 feet. At what elevation does the race end?
104)
A)
2287 feet
B)
275 feet
C)
-2287 feet
D)
179 feet
Subtract.
105)
7
17 –11
17
105)
A)
– 4
17
B)
4
17
C)
– 4
289
D)
-4
Multiply.
106)
-20 ·8
106)
A)
-168
B)
140
C)
-160
D)
-140
Provide an appropriate response.
107)
Which of the following statements is/are true?
(i) All rational numbers are real numbers.
(ii) All real numbers are rational numbers.
(iii) All rational numbers are integers.
(iv) All integers are rational numbers.
107)
A)
(ii) and (iv)
B)
(i) and (iv)
C)
(ii) and (iii)
D)
(i) and (iii)
22
Solve the problem.
108)
In four rounds of a card game, you get scores of 5, -2, -8, and 4. What is your final score?
108)
A)
-19
B)
1
C)
-1
D)
19
Multiply.
109)
-11 · (-11)
109)
A)
121
B)
-121
C)
-132
D)
132
Simplify.
110)
–82+10
110)
A)
–54
B)
54
C)
–4
D)
4
Add. Do not use a number line except as a check.
111)
-51 + 23
111)
A)
28
B)
-28
C)
74
D)
-74
Divide, if possible.
112)
-392
14
112)
A)
–1
28
B)
28
C)
-38
D)
-28
Simplify.
113)
3+ (-11) +7+ (-10) +20 + (-17)
113)
A)
–68
B)
0
C)
-22
D)
–8
Subtract.
114)
–5.9 – 12.5
114)
A)
-18.4
B)
6.6
C)
-6.6
D)
18.4
Solve the problem.
115)
A football team gained 15 yards on one play, lost 16 yards on another, and gained 22 yards on the
last play of the first half. They had already gained 389 yards during the half. What was the total
yardage gain for the first half?
115)
A)
368 yards
B)
410 yards
C)
442 yards
D)
426 yards
Convert to decimal notation.
116)
–1
3
116)
A)
0.3
B)
–3
C)
0.33333333
D)
–0.3
Add. Do not use a number line except as a check.
117)
-8.6 + (-7.3)
117)
A)
-1.3
B)
-15.9
C)
1.3
D)
15.9
24
Multiply.
118)
-20 ·3
118)
A)
-40
B)
40
C)
-63
D)
-60
119)
– 13
5
20
7
119)
A)
– 13
35
B)
– 100
91
C)
7
12
D)
– 52
7
D
120)
-6 ·(-8) ·5·(-3) ·5·(-2) ·(-3)
120)
A)
-12
B)
21,600
C)
7203
D)
-21,600
D
Divide.
121)
-2.25
0.3
121)
A)
-25.5
B)
1
-7.5
C)
-7.5
D)
-2.55
C
Simplify.
122)
6[-5 + 2(-8 + 7)]
122)
A)
14
B)
18
C)
-32
D)
-42
D
25
D
Multiply.
123)
3.4 · (-7.43)
123)
A)
10.93
B)
10.83
C)
-4.03
D)
–25.262
Find the absolute value.
124)
0
11
124)
A)
11
B)
–11
C)
0
D)
undefined
Insert < or > to make the statement true.
125)
-83 ___ 18
125)
A)
-83 >18
B)
-83 <18
Simplify.
126)
32 + (-67) –27 – (-76) + (-34)
126)
A)
48
B)
-172
C)
-20
D)
-104
127)
-4 ·23 + 3 ·17
127)
A)
-1513
B)
–41
C)
-1768
D)
39
26
Add. Do not use a number line except as a check.
128)
–3
5+1
5
128)
A)
– 4
5
B)
2
5
C)
– 2
5
D)
4
5
Multiply.
129)
–2.05 · (-8.9)
129)
A)
18.245
B)
-6.85
C)
–10.95
D)
10.95
A
Add. Do not use a number line except as a check.
130)
–3
5+14
15
130)
A)
23
15
B)
1
3
C)
– 1
3
D)
– 23
15
B
131)
–2
6+1
3
131)
A)
2
3
B)
– 2
3
C)
1
2
D)
0
D
Simplify.
132)
(-27 – 19)(-17 – 28)
132)
A)
-88
B)
2070
C)
-2070
D)
88
B
C
Insert < or > to make the statement true.
133)
–136
7 ___ –22
7
133)
A)
–136
7> –22
7
B)
–136
7< –22
7
Solve the problem.
134)
Find –(–x) when x is 232.
134)
A)
-464
B)
-232
C)
232
D)
231
Answer:
C
Explanation:
A)
B)
C)
D)
Add. Do not use a number line except as a check.
135)
–7
8+ – 2
5
135)
A)
– 51
13
B)
19
40
C)
– 51
40
D)
– 9
13
Answer:
C
Explanation:
A)
B)
C)
D)
136)
362+ (-41) +49 + (-364) + (-85) +340
136)
A)
431
B)
261
C)
-1241
D)
-261
Answer:
B
Explanation:
A)
B)
C)
D)
Multiply.
137)
–0.5 · (-19.6)
137)
A)
–20.1
B)
-19.1
C)
9.8
D)
20.1
Answer:
C
Explanation:
A)
B)
C)
D)
Answer:
B
Explanation:
A)
B)
138)
– 3
5
29
30
138)
A)
– 29
50
B)
47
0
C)
– 29
18
D)
– 1
50
Simplify.
139)
8– (–8) ·(–8)3
139)
A)
8192
B)
–4088
C)
4088
D)
–8192
Divide.
140)
1
2÷ – 5
6
140)
A)
– 5
3
B)
– 3
5
C)
– 12
5
D)
– 5
12
Find the absolute value.
141)
|-10|
141)
A)
0
B)
10
C)
–10
D)
20
142)
4
17
142)
A)
0
B)
– 4
17
C)
8
17
D)
4
17
Subtract.
143)
-638 – (-63)
143)
A)
701
B)
575
C)
-575
D)
-701
144)
30 –8.39
144)
A)
21.71
B)
21.51
C)
21.61
D)
21.60
Multiply.
145)
21 · (-5.96)
145)
A)
26.96
B)
27.06
C)
15.04
D)
–125.16
Subtract.
146)
1
5– – 1
2
146)
A)
– 3
10
B)
7
10
C)
–1
8
D)
–7
10
Tell which integer corresponds to the situation.
147)
$383profit
147)
A)
383
B)
-383
Simplify.
148)
6(–5+6) – (7–7)
148)
A)
–24
B)
24
C)
–6
D)
6
Add. Do not use a number line except as a check.
149)
-70 + 0
149)
A)
-70
B)
70
C)
-700
D)
0
A
150)
–1
8+ – 7
8
150)
A)
– 3
4
B)
1
C)
3
4
D)
– 1
D
Divide.
151)
– 1
7÷– 7
151)
A)
0
B)
1
C)
1
49
D)
49
C
Simplify.
152)
18(2 –9) –12(3 –4)
6(4 –2) –4(8 –9)
152)
A)
– 105
8
B)
57
8
C)
– 19
8
D)
– 57
8
D
D
Subtract.
153)
4–8
153)
A)
4
B)
12
C)
-12
D)
-4
Add. Do not use a number line except as a check.
154)
7+ (-1)
154)
A)
6
B)
-6
C)
-8
D)
8
Graph the numbers on the number line.
155)
-3.75, -1, 1, 3.25
155)
A)
B)
C)
D)
Divide.
156)
– 3
5÷3
7
156)
A)
– 7
5
B)
– 18
35
C)
– 9
35
D)
7
5
Simplify.
157)
20 + (-12)– (-6)
157)
A)
26
B)
2
C)
14
D)
-14
Insert < or > to make the statement true.
158)
-37 ___ -70
158)
A)
-37 >-70
B)
-37 <-70
Add. Do not use a number line except as a check.
159)
-58 + (31)
159)
A)
-89
B)
27
C)
-27
D)
89
Divide.
160)
–0.9 ÷0.03
160)
A)
1
30
B)
–30
C)
–0.87
D)
–8.7
Subtract.
161)
3.514 – (-0.56)
161)
A)
4.074
B)
1.968
C)
4.174
D)
2.954
Divide.
162)
3
7÷ – 6
5
162)
A)
– 18
35
B)
– 14
5
C)
– 5
14
D)
– 35
18
Solve the problem.
163)
Find the opposite of 13.
163)
A)
1
13
B)
-13
C)
13
D)
0
Convert to decimal notation.
164)
–17
40
164)
A)
–0.425
B)
–0.425
C)
–0.43
D)
–0.425
Multiply.
165)
–0.9 · (-0.9)
165)
A)
-1.7
B)
0.81
C)
-1.8
D)
0
Add. Do not use a number line except as a check.
166)
-12 + (-23) +65 + (-15)
166)
A)
45
B)
-115
C)
15
D)
39
34
Find the absolute value.
167)
-0.024
167)
A)
0
B)
0.048
C)
0.024
D)
–0.024
Solve the problem.
168)
Jack borrowed $930 from his brother. Jack’s brother wants 12 monthly payments of $90 to repay the
loan. How much extra is Jack’s brother charging for the loan?
168)
A)
$1180
B)
$150
C)
$60
D)
$1080
169)
In a certain location, the highest temperature recorded was 104°F. The lowest temperature recorded
was 131 degrees less than the highest. What was the lowest temperature?
169)
A)
27°F
B)
0°F
C)
–138°F
D)
-27°F
Simplify.
170)
2· (7+7)/(9+5)
170)
A)
2
B)
1
C)
1
2
D)
392
Add. Do not use a number line except as a check.
171)
–11
14 +11
21
171)
A)
– 11
21
B)
0
C)
11
42
D)
– 11
42
172)
16 + (-7)
172)
A)
23
B)
-23
C)
9
D)
-9
Graph the numbers on the number line.
173)
13
4, –13
4
173)
A)
B)
C)
D)
Solve the problem.
174)
Nikki is fishing from a bank 35 feet above water level. In this location, the fish tend to feed at 40 feet
below the surface. How long must Nikki’s fish line be to reach the fish?
174)
A)
5 feet
B)
-5 feet
C)
-35 feet
D)
75 feet
Add. Do not use a number line except as a check.
175)
-1.4 + (-4.2) +3.7
175)
A)
-0.9
B)
-9.3
C)
6.5
D)
-1.9
36
Divide, if possible.
176)
-553
-79
176)
A)
1
7
B)
-7
C)
-3
D)
7
Find the reciprocal.
177)
–18
177)
A)
18
B)
1
18
C)
–1
18
D)
The number –18 has no reciprocal.
Add. Do not use a number line except as a check.
178)
-5 + 6
178)
A)
1
B)
11
C)
-11
D)
-1
Tell which integer corresponds to the situation.
179)
6–pound gain
179)
A)
-6
B)
6
Find the absolute value.
180)
|20|
180)
A)
40
B)
–20
C)
20
D)
0
Solve the problem.
181)
Your bank account has $67 in it when you write checks for $49, $12, and $52. You then deposit $18
and $49. How much is in the account? Are you overdrawn?
181)
A)
$73, no
B)
$21, no
C)
$113, no
D)
-$113, yes
Add. Do not use a number line except as a check.
182)
-1.5 +6.8
182)
A)
-5.3
B)
5.3
C)
8.3
D)
-8.3
Simplify.
183)
(6 –2)2–52
43+ (2–6)2
183)
A)
7
32
B)
– 9
80
C)
7
80
D)
– 9
32
184)
-18 +10 – (-7)+ 1
184)
A)
0
B)
-14
C)
-2
D)
-34
Convert to decimal notation.
185)
– 2 3
10
185)
A)
–0.23
B)
–2.3
C)
–2.3
D)
–4.6
Solve the problem.
186)
Find the additive inverse of -17
186)
A)
17
B)
– 1
17
C)
-17
D)
0
Find the reciprocal.
187)
7
11
187)
A)
7
11
B)
–7
11
C)
11
7
D)
11
C
Solve the problem.
188)
Find –x when x is 22
188)
A)
-22
B)
0
C)
1
22
D)
22
A
Tell which integer corresponds to the situation.
189)
306 feet above sea level
189)
A)
-306
B)
306
B
Find the reciprocal.
190)
5
190)
A)
1
5
B)
–5
C)
–1
5
D)
The number 5 has no reciprocal.
A
A
Multiply.
191)
-8 ·(-0.8) ·2
191)
A)
128
B)
12.8
C)
-128
D)
-12.8
Add. Do not use a number line except as a check.
192)
8.9 + (-3.1)
192)
A)
-12
B)
12
C)
8.9
D)
5.8
Find the reciprocal.
193)
11
14
193)
A)
–14
11
B)
–14
C)
–11
14
D)
14
11
Solve the problem.
194)
Find the –x when x is 2
15.
194)
A)
2
15
B)
15
2
C)
–15
2
D)
–2
15
Simplify.
195)
19 +4– (-20)
195)
A)
3
B)
43
C)
-5
D)
-43
40
Subtract.
196)
-11.3 – (-2.8)
196)
A)
-8.5
B)
14.1
C)
-14.1
D)
8.5
197)
5
6–1
12
197)
A)
1
3
B)
11
12
C)
2
3
D)
3
4
Divide.
198)
5
11 ÷ – 10
77
198)
A)
– 50
847
B)
– 35
2
C)
– 7
2
D)
– 2
7
Add. Do not use a number line except as a check.
199)
-9.7 +5.4
199)
A)
-4.3
B)
15.1
C)
-15.1
D)
4.3
Divide.
200)
5
3÷ – 1
6
200)
A)
– 1
10
B)
–10
C)
– 18
5
D)
– 5
18
Convert to decimal notation.
201)
–7
9
201)
A)
–0.7
B)
–2.3
C)
–0.8
D)
–7.7
Multiply.
202)
14
19 – 11
15
7
10
202)
A)
– 3
B)
7
1425
C)
– 539
1425
D)
– 154
285
Solve the problem.
203)
A stockbroker sold 5 shares of stock for $38.98 each. What was the total amount of the sale?
203)
A)
$195
B)
$194.90
C)
$195.01
D)
$194.8
Multiply.
204)
–1.9 · (-16.4)
204)
A)
31.16
B)
–18.3
C)
-14.5
D)
18.3
Find the absolute value.
205)
– 1
2
205)
A)
0
B)
1
C)
1
2
D)
– 1
2
Subtract.
206)
-2 –21
206)
A)
-23
B)
-19
C)
19
D)
23
Tell which integer corresponds to the situation.
207)
40°above zero
207)
A)
-40
B)
40
B
208)
A deposit of $255 in your checkbook
208)
A)
–255
B)
255
B
Subtract.
209)
0.86 – (-0.02)
209)
A)
0.88
B)
0.0172
C)
0.98
D)
0.84
A
Add. Do not use a number line except as a check.
210)
-7 + – 7
10 +1
10
210)
A)
– 39
5
B)
-76
C)
– 38
5
D)
– 13
10
C
43
A
Find the absolute value.
211)
-4 7
4
211)
A)
-4 7
4
B)
47
4
C)
0
D)
-8 7
4
Insert < or > to make the statement true.
212)
–6
15 ___ –3
7
212)
A)
–6
15 < –3
7
B)
–6
15 > –3
7
Tell which integer corresponds to the situation.
213)
A climb of 120 feet up a sheer mountain cliff
213)
A)
-120
B)
120
Solve the problem.
214)
On January 5, the temperature at a camp site near the arctic circle was 9° Fahrenheit. The
temperature dropped 7°F per day for 5 days. What was the temperature on January 10th?
214)
A)
26°F
B)
-27°F
C)
27°F
D)
-26°F
Multiply.
215)
5·(-10) ·(-14)
215)
A)
-19
B)
-36
C)
-700
D)
700
216)
– 19
20 – 19
20
216)
A)
361
400
B)
– 19
20
C)
1
D)
19
400
Answer Key
Testname: C10
46
Answer Key
Testname: C10
Answer Key
Testname: C10
Answer Key
Testname: C10
Answer Key
Testname: C10