*** 0
Which of the following is the smallest number?
459
481
498

*** 1
Which of the following is the smallest number?
719
791
971

*** 2
Which of the following is the smallest number?
818
881
891

*** 3
Which of the following is the smallest number?
2018
2108
2801

*** 4
Which of the following is the largest number?
821
801
812

*** 5
Which of the following is the largest number?
3491
3139
3078

*** 6
Which of the following is the largest number?
5089
5019
5079

*** 7
In the number 7 315 476, the figure 5 has the value of 5000. What is the value of the figure 3?
300 000
3 000
3 000 000

*** 8
In the number 4 915 426, the figure 1 has the value of 10000. What is the value of the figure 9?
900 000
9 000
9 000 000

*** 9
In the number 2 975 815, the figure 7 has the value of 70 000. What is the value of the figure 9?
900 000
90 000
9 000

*** 10
In the number 6 835 710, the figure 8 has the value of 800 000. What is the value of the figure 3?
30 000
3 000
300 000

*** 11
In the number 7 635 912, the figure 6 has the value of 600 000. What is the value of the figure 5?
5 000
50 000
500 000

*** 12
In the number 3 745 892, the figure 7 has the value of 700 000. What is the value of the figure 4?
40 000
4 000
400 000

*** 13
Select from the list below the following number in figures; three million, fifty-six thousand, one hundred and two:
3,056,102
356,102
3,056,210

*** 14
Select from the list below the following number in figures; six million, forty-six thousand, two hundred and three:
6,046,203
646,103
6,056,210

*** 15
Select from the list below the following number in figures; eight million, seventy-two thousand, eight hundred and sixteen:
8,072,816
8,720,816
8,072,186

*** 16
Select from the list below the following number in figures; four million, fifty-two thousand and sixteen:
4,052,016
4,052,106
4,520,016

*** 17
Select from the list below the following number in figures; six million, sixty-three thousand and eighteen:
6,063,018
6,630,018
6,063,180

*** 18
In a factory, boxes are stacked in piles of ten. If each box has a height of 12 inches, what is the height of a stack?
120 inches
1,020 inches
12 inches

*** 19
In a supermarket, boxes are arranged in rows of ten. If there are 14 rows of boxes, how many boxes are there?
140
14
104

*** 20
In a library, books are stacked in piles of twenty. If each book has a height of 6 inches, what is the height of a stack?
120 inches
12 inches
1200 inches

*** 21
A school buys 100 new textbooks for $1200. What is the cost of each book?
$12
$20
$120

*** 22
A sports club buys 50 new footballs for $750. What is the cost of each football?
$15
$10
$20

*** 23
A garment store sells 10 identical shirts for $1450. What is the cost of each shirt?
$145
$140
$150

*** 24
A grocery store buys 200 identical chocolate boxes for $2400. What is the cost of each box?
$12
$240
$24

*** 25
A shop sold 100 cakes for $1600. If they each cost the same amount what was the cost of one cake?
$16
$160
$60

*** 26
A gardener buys 50 rose plants for $1200. What is the cost of each plant?
$24
$20
$12

*** 27
In a kitchen cabinet, plates are stacked in piles of ten. If each pile has a height of 12 inches and there are 12 piles, what is the height of total piles?
144 inches
1,024 inches
124 inches

*** 28
Abraham buys 75 identical cakes for the school picnic for $150. What is the cost of each cake?
$2.00
$2.40
$1.50

*** 29
Mary has four number cards: (7), (2), (1), (9). She is asked to arrange them in order to make different four-digit numbers. What is the smallest number Mary can make?
1279
2719
9721

*** 30
Maria has five number cards: (4), (7), (2), (1), (9). She is asked to arrange them in order to make different five-digit numbers. What is the smallest number Maria can make?
12479
12749
97421

*** 31
Maria has four number cards: (5), (4), (2), (7). She is asked to arrange them in order to make different four-digit numbers. What is the smallest number Maria can make?
2457
4527
2547

*** 32
Katrina has four number cards: (5), (8), (2), (7). She is asked to arrange them in order to make different four-digit numbers. What is the biggest number Katrina can make?
8752
7852
8572

*** 33
Mark has four number cards: (5), (1), (2), (9). He is asked to arrange them in order to make different four-digit numbers. What is the biggest number Mark can make?
9521
9512
9251

*** 34
Allen has four number cards: (6), (0), (2), (9). He is asked to arrange them in order to make different four-digit numbers. What is the biggest number Allen can make?
9620
9260
9062

*** 35
Alice has four number cards: (1), (4), (2), (9). She is asked to arrange them in order to make different four-digit numbers. What is the smallest number Alice can make?
1249
1294
2149

*** 36
Aleena has four number cards: (7), (5), (1), (9). She is asked to arrange them in order to make different four-digit numbers. What is the smallest number Aleena can make?
1579
5179
1759

*** 37
John has four number cards: (4), (0), (7), (9). He is asked to arrange them in order to make different four-digit numbers. What is the biggest number John can make?
9740
9470
9047

*** 38
Martin has four number cards: (8), (3), (5), (9). He is asked to arrange them in order to make different four-digit numbers. What is the biggest number Martin can make?
9853
9583
9385

*** 39
Katrina has five number cards: (5), (8), (0), (2), (7). She is asked to arrange them in order to make different five-digit numbers. What is the biggest number Katrina can make?
87520
85720
87502

*** 40
Julie has five number cards: (7), (9), (8), (2), (5). She is asked to arrange them in order to make different five-digit numbers. What is the biggest number Julie can make?
98752
97852
98725

*** 41
Jill has five number cards: (1), (8), (6), (2), (7). She is asked to arrange them in order to make different five-digit numbers. What is the biggest number Jill can make?
87621
86721
87612

*** 42
Reduce the fraction 12/15 to its lowest terms:
4/5
3/5
4/6

*** 43
Reduce the fraction 16/20 to its lowest terms:
4/5
3/5
2/5

*** 44
Reduce the fraction 18/30 to its lowest terms:
3/5
2/5
3/7

*** 45
Reduce the fraction 12/20 to its lowest terms:
3/5
4/5
2/5

*** 46
Reduce the fraction 27/45 to its lowest terms:
3/5
2/4
2/3

*** 47
Reduce the fraction 28/49  to its lowest terms:
4/7
3/7
4/6

*** 48
Reduce the fraction 30/35 to its lowest terms:
6/7
5/7
5/6

*** 49
Reduce the fraction 24/36 to its lowest terms:
2/3
1/6
4/9

*** 50
Reduce the fraction 6/30 to its lowest terms:
1/5
2/10
1/6

*** 51
Reduce the fraction 8/32 to its lowest terms:
1/4
3/8
3/5

*** 52
Reduce the fraction 6/36 to its lowest terms:
1/6
1/5
2/8

*** 53
Reduce the fraction 2/18 to its lowest terms:
1/9
2/9
1/3

*** 54
Reduce the fraction 11/22 to its lowest terms:
1/2
4/9
2/9

*** 55
Reduce the fraction 32/48 to its lowest terms:
2/3
4/6
8/12

*** 56
Reduce the fraction 40/90 to its lowest terms:
4/9
1/6
3/5

*** 57
Reduce the fraction 48/72 to its lowest terms:
2/3
4/7
3/5

*** 58
Reduce the fraction 4/28 to its lowest terms:
1/7
1/2
2/7

*** 59
Reduce the fraction 16/24 to its lowest terms:
2/3
2/5
1/3

*** 60
Reduce the fraction 21/63 to its lowest terms:
1/3
3/9
2/9

*** 61
Reduce the fraction 36/60 to its lowest terms:
3/5
6/10
3/10

*** 62
Reduce the fraction 27/45 to its lowest terms:
3/5
1/5
1/9

*** 63
Reduce the fraction 36/45 to its lowest terms:
4/5
4/7
3/5

*** 64
Reduce the fraction 27/63 to its lowest terms:
3/7
2/9
3/5

*** 65
Reduce the fraction 24/56 to its lowest terms:
3/7
2/3
2/7

*** 66
Reduce the fraction 36/84 to its lowest terms:
3/7
1/8
1/3

*** 67
Reduce the fraction 20/45 to its lowest terms:
4/9
1/6
2/3

*** 68
Reduce the fraction 6/42 to its lowest terms:
1/7
1/5
1/4

*** 69
Reduce the fraction 18/63 to its lowest terms:
2/7
3/7
1/3

*** 70
Reduce the fraction 40/70 to its lowest terms:
4/7
2/3
2/9

*** 71
Reduce the fraction 48/56 to its lowest terms:
6/7
4/7
5/9

*** 72
Reduce the fraction 27/45 to its lowest terms:
3/5
3/8
1/9

*** 73
Reduce the fraction 17/68 to its lowest terms:
1/4
1/7
1/3

*** 74
Reduce the fraction 36/48 to its lowest terms:
3/4
6/8
1/2

*** 75
Reduce the fraction 22/88 to its lowest terms:
1/4
3/7
3/8

*** 76
Reduce the fraction 7/21 to its lowest terms:
1/3
4/5
2/3

*** 77
Reduce the fraction 15/25 to its lowest terms:
3/5
1/6
4/5

*** 78
Reduce the fraction 24/42 to its lowest terms:
4/7
4/5
1/8

*** 79
Reduce the fraction 13/52 to its lowest terms:
1/4
1/3
2/4

*** 80
Reduce the fraction 22/66 to its lowest terms:
1/3
2/6
1/4

*** 81
Work out the sum 4.4 + 3.5 =
7.9
6.9
9.7

*** 82
Work out the sum 5.6 + 4.8 =
10.4
9.14
9.4

*** 83
Work out the sum 6.3 + 4.5 =
10.8
9.8
10.08

*** 84
Work out the sum 9.5 + 7.5 =
17.0
16.5
18.0

*** 85
Work out the sum 4.0 + 9.2 =
13.2
13.1
13.3

*** 86
Work out the sum 7.3 + 7.5 =
14.8
15.8
13.5

*** 87
Work out the sum 5.1 + 8.8 =
13.9
12.9
13.8

*** 88
Work out the sum 1.3 + 8.1 =
9.4
9.04
9.3

*** 89
Work out the sum 2.7 + 5.7 =
8.4
7.4
7.14

*** 90
Work out the sum 7.5 + 8.9 =
16.4
15.89
16.0

*** 91
Work out the sum 6.0 + 8.0 =
14.0
14.10
15.0

*** 92
Work out the sum 3.2 + 7.8 =
11.0
11.10
12.0

*** 93
Work out the sum 7.9 + 5.4 =
13.3
14.3
12.3

*** 94
Work out the sum 7.6 + 8.5 =
16.1
15.1
15.11

*** 95
Work out the sum 5.8 + 4.7 =
10.5
9.1
9.5

*** 96
Work out the sum 2.9 + 5.3 =
8.2
7.12
7.2

*** 97
Work out the sum 2.34 + 5.57 =
7.91
79.1
7.81

*** 98
Work out the sum 0.67 + 0.58 =
1.25
0.125
2.25

*** 99
Work out the sum 8.0 + 7.4 =
15.4
14.8
13.8

*** 100
Work out the sum 8.7 - 5.6 =
3.1
2.1
3.01

*** 101
Work out the sum 6.5 - 5.8 =
0.7
1.7
7

*** 102
Work out the sum 0.38 - 0.19 =
0.19
1.9
0.9

*** 103
Work out the sum 3.6 - 2.9 =
0.7
1.7
1.3

*** 104
Work out the sum 8.6 - 4.9 =
3.7
2.7
4.7

*** 105
Work out the sum 8.6 + 4.7 =
13.3
12.3
12.13

*** 106
Work out the sum 0.74 + 0.87 =
1.61
16.1
0.161

*** 107
Work out the sum 0.68 + 0.49 =
1.17
0.117
2.17

*** 108
Work out the sum 0.76 + 0.65 =
1.41
14.1
1.31

*** 109
Work out the sum 0.96 + 0.68 =
1.64
16.4
1.54

*** 110
Work out the sum 7.67 - 4.85 =
2.82
3.82
28.2

*** 111
Work out the sum 7.1 - 4.9 =
2.2
2.0
3.2

*** 112
Work out the sum 6.9 - 1.1 =
5.8
5.7
7.0

*** 113
Work out the sum 0.54 - 0.28 =
0.26
2.6
0.6

*** 114
Work out the sum 0.9 + 0.3 =
1.2
12.0
0.12

*** 115
Work out the sum 6.0 + 9.7 =
15.7
14.7
16.7

*** 116
Work out the sum 0.68 - 0.34 =
0.34
3.4
0.4

*** 117
Work out the sum 4.2 + 9.6 =
13.8
14.8
12.6

*** 118
Work out the sum 0.68 + 0.56 =
1.24
0.124
2.24

*** 119
Work out the sum 7.5 + 9.7 =
17.2
17.7
16.2

*** 120
Work out the sum 0.9 - 0.3 =
0.6
0.06
6.6

*** 121
Work out the sum 0.4 - 0.3 =
0.1
0.7
1.1

*** 122
Work out the sum 0.7 + 0.6 =
1.3
1.4
2.3

*** 123
Work out the sum 8.3 - 4.6 =
3.7
4.7
4.6

*** 124
Work out the sum 4.7 + 9.0 =
13.7
12.7
14.0

*** 125
Work out the sum 8.3 - 3.4 =
4.9
5.9
4.8

*** 126
Work out the sum 7.4 - 3.6 =
3.8
3.2
4.8

*** 127
Work out the sum 0.8 - 0.7 =
0.1
0.7
1.1

*** 128
Work out the sum 0.9 - 0.3 =
0.6
0.9
1.2

*** 129
Work out the sum 6.8 - 3.9 =
2.9
3.8
0.28

*** 130
Work out the sum 8.6 - 7.9 =
0.7
1.7
7

*** 131
What is 56 multiplied by 4?
224
324
236

*** 132
What is 42 multiplied by 7?
294
394
292

*** 133
What is 58 multiplied by 6?
348
308
3048

*** 134
What is 38 multiplied by 6?
228
218
328

*** 135
What is 46 multiplied by 5?
230
330
236

*** 136
What is 54 multiplied by 6?
324
224
234

*** 137
What is 67 multiplied by 5?
335
235
345

*** 138
What is 78 multiplied by 7?
546
556
646

*** 139
What is 83 multiplied by 6?
498
598
488

*** 140
What is 87 multiplied by 8?
696
596
686

*** 141
What is 93 multiplied by 6?
558
458
548

*** 142
What is 98 multiplied by 8?
784
684
774

*** 143
What is 123 multiplied by 8?
984
884
948

*** 144
What is 128 multiplied by 7?
896
886
898

*** 145
What is 132 multiplied by 5?
660
661
550

*** 146
What is 138 multiplied by 7?
966
866
976

*** 147
What is 149 multiplied by 7?
1043
1034
103

*** 148
What is 239 multiplied by 6?
1434
1334
1234

*** 149
What is 267 multiplied by 5?
1335
1235
1345

*** 150
What is 284 multiplied by 6?
1704
1074
1714

*** 151
What is 348 multiplied by 5?
1740
1750
1840

*** 152
What is 367 multiplied by 6?
2202
2302
2212

*** 153
What is 376 multiplied by 7?
2632
2532
2642

*** 154
What is 425 multiplied by 3?
1275
1225
1265

*** 155
What is 462 multiplied by 6?
2772
2762
2672

*** 156
What is 482 multiplied by 7?
3374
3274
3364

*** 157
What is 96 divided by 8?
12
8
14

*** 158
What is 136 divided by 8?
17
18
19

*** 159
What is 156 divided by 6?
26
36
28

*** 160
What is 168 divided by 8?
21
11
201

*** 161
What is 192 divided by 8?
24
14
26

*** 162
What is 228 divided by 4?
57
47
67

*** 163
What is 252 divided by 7?
36
46
38

*** 164
What is 272 divided by 8?
34
44
24

*** 165
What is 294 divided by 7?
42
52
32

*** 166
What is 308 divided by 4?
77
67
82

*** 167
What is 312 divided by 6?
52
42
32

*** 168
What is 176 divided by 4?
44
46
34

*** 169
What is 368 divided by 8?
46
56
44

*** 170
What is 396 divided by 6?
66
56
64

*** 171
What is 464 divided by 8?
58
68
48

*** 172
What is 656 divided by 8?
82
72
84

*** 173
What is 564 divided by 6?
94
84
92

*** 174
What is 592 divided by 4?
148
158
142

*** 175
What is 637 divided by 7?
91
81
93

*** 176
What is 657 divided by 9?
73
63
83

*** 177
What is 768 divided by 8?
96
86
94

*** 178
What is 775 divided by 5?
155
145
165

*** 179
What is 786 divided by 3?
262
222
272

*** 180
What is 822 divided by 6?
137
147
127

*** 181
What is 834 divided by 6?
139
129
149

*** 182
What is 873 divided by 9?
97
87
93

*** 183
What is 50% of 164?
82
72
84

*** 184
Calculate 25% of 40?
10
20
4

*** 185
Find 10% of 950?
95
90
50

*** 186
Work out 20% of 640
128
120
125

*** 187
What is 75% of 240?
180
150
210

*** 188
What is 30% of 160?
48
58
42

*** 189
Calculate 200% of 84.5?
169
170
168

*** 190
Find 15% of 620?
93
90
95

*** 191
Calculate 5% of 1160?
58
48
55

*** 192
What is 1% of 17200?
172
1720
1.7

*** 193
What is 50% of 242?
121
14.1
48.4

*** 194
Calculate 25% of 712?
178
356
17.8

*** 195
Find 10% of 1790?
179
17.9
1.79

*** 196
Calculate 20% of 465?
93
46.5
9.3

*** 197
What is 75% of 252?
189
63
126

*** 198
What is thirty three and a third percent of 90?
30
27
60

*** 199
Calculate 200% of 79.5?
159
1590
1.59

*** 200
Find 15% of 700?
105
70
15

*** 201
Calculate 5% of 500?
25
5
250

*** 202
What is 1% of 10500?
105
1050
10.5

*** 203
What is 50% of 70?
35
7
14

*** 204
Calculate 25% of 212?
53
106
5.3

*** 205
Find 10% of 840?
84
8400
8.4

*** 206
Work out 20% of 885?
177
35.4
17.7

*** 207
What is 75% of 144?
108
54
36

*** 208
What is thirty three and a third percent of 72?
24
12
36

*** 209
Calculate 200% of 31?
62
6.2
93

*** 210
Find fifteen percent of 500?
75
50
250

*** 211
Calculate 5% of 3680?
184
36.8
386

*** 212
What is 1% of 14700?
147
1470
14.7

*** 213
What is 50% of 226?
113
452
22.6

*** 214
Calculate 25% of 484?
121
242
1936

*** 215
Find 10% of 460?
46
92
4600

*** 216
Work out twenty percent of 715?
143
1430
35.75

*** 217
What is 75% of 132?
99
33
66

*** 218
What is thirty three and a third percent of 438?
146
131.4
1314

*** 219
Calculate 200% of 23.5?
47
2350
4700

*** 220
Find fifteen percent of 980?
147
98
490

*** 221
Calculate 5% of 500?
25
5
250

*** 222
What is 1% of 2600?
26
260
13

*** 223
What is 50% of 282?
141
14.1
564

*** 224
Calculate 25% of 68?
17
34
272

*** 225
Find 10% of 660?
66
6600
6.6

*** 226
Work out twenty percent of 305?
61
1525
6.1

*** 227
What is 75% of 332?
249
24.9
83

*** 228
What is thirty three and a third percent of 234?
78
77.22
70.2

*** 229
Calculate 200% of 69?
138
13.8
34.5

*** 230
Calculate 5% of 1660?
83
166
830

*** 231
What is 1% of 1100?
11
110
1.10

*** 232
What is 50% of 192?
96
9.6
384

*** 233
Calculate 25% of 68?
17
34
272

*** 234
Find 10% of 1020?
102
10.2
10200

*** 235
What is 75% of 336?
252
84
235.2

*** 236
What is thirty three and a third percent of 309?
103
206
92.7

*** 237
Calculate 200% of 72.5?
145
14.5
7250

*** 238
Find fifteen percent of 780?
117
78
39

*** 239
Calculate 5% of 3500?
175
350
1750

*** 240
What is 1% of 5200?
52
520
5

*** 241
Work out 7 + 4 &times; 2 -2
13
20
7

*** 242
Calculate 100 &divide; (50 &times; 2) - 2 =
-1
3
2

*** 243
Work out 15 - 45 &divide; 9 + 7 &times; 2
24
20
15

*** 244
Work out 32 &divide; (8 &times; 2) - 2
0
1
6

*** 245
Work out 15 - (4 &times; 2) + 2
9
24
-1

*** 246
Work out (11- 1) &divide; 2
5
10 1/2
6

*** 247
Work out 8 &divide; 2 &times; 4
16
1
12

*** 248
Work out (9 + 5) &times; 3
42
24
30

*** 249
Work out (5 + 3) &times; 3
24
14
36

*** 250
Work out 21 &divide; (6 - 3)
7
6
9

*** 251
Work out 27 &divide; 9 - 3 =
0
1
9

*** 252
Work out 5 + 4 &times; 7
33
63
27

*** 253
Calculate 6 &times; (7 &divide; 7)
6
20
42

*** 254
Calculate 4 + 3 &times; 3
13
12
22

*** 255
Calculate 8 + 7 &times; 2
22
30
21

*** 256
Work out 6 &times; 5 + 3
33
48
14

*** 257
Calculate 10 &times; 7 &times; 7 =
490
390
590

*** 258
Calculate 9 - 5 - 3 =
1
2
3

*** 259
Calculate 2 + 7 &times; 4 =
30
56
36

*** 260
Calculate 6 + 2 &times; 6 =
18
48
28

*** 261
Calculate (9 + 7) &divide; (4 &times; 2) =
2
29
72

*** 262
Calculate (15 - 7) &times; (2 + 3) =
40
13
48

*** 263
Calculate ((7 - 3) &times; (2 &times; 5)) &divide; 8 =
5
32
40

*** 264
Work out 50 &divide; (2 + 3)
10
5
15

*** 265
Work out (5 &times; 3) + (24 &divide; 6)
19
22
16

*** 266
Work out 8 + 8 &divide; 4
10
4
8

*** 267
Work out 9 - 3 &times; 3 + 2=
2
20
30

*** 268
Work out (2 &times; 9) + 5=
23
28
25

*** 269
Work out (1 + 62 + 9)=
72
82
62

*** 270
Work out (12 &times; 4) &divide; 2=
24
48
36

*** 271
Work out (92 + 62) - 2=
152
162
142

*** 272
Work out 4 &times; (3 + 4) =
28
48
19

*** 273
Work out 12 - (3 + 9) =
0
18
6

*** 274
Work out 4 - 3 &times; 1 =
1
3
4

*** 275
Calculate 3 + 4 - 6 + 2 &times; 35 =
71
105
70

*** 276
Calculate 4 + 2 &times; 12 &divide; 6 - 8 =
0
1
4

*** 277
Calculate 5 + (4 + 2 &times; 3) =
15
33
25

*** 278
Calculate 3 + 6 &times; 2 =
15
2
11

*** 279
Calculate 12 - 4 &times; 3 =
0
24
1

*** 280
Calculate 15 + 2 - 1 =
16
17
18

*** 281
Calculate 18 - 6 &times; 2 =
6
12
14

*** 282
Calculate 10 + 3(2 + 6) =
34
32
56

*** 283
Calculate 50 - 10(4 - 2) + 6 =
36
48
24

*** 284
Calculate:  2 &times; 9 - 3(6 - 1) + 1 =
4
0
76

*** 285
Calculate:  8 + 24 &divide; 4 x2 =
20
11
16

*** 286
Calculate: 30 - 3 &times; 4 + 2 =
20
110
12

*** 287
Calculate:  36 &divide; 4(5 - 2) + 6 =
9
2
33

*** 288
Calculate:  20 - 4 &times; 2 + 3 =
15
35
80

*** 289
Calculate:  4 + 6(8 + 2) - 3 =
61
70
79

*** 290
Calculate:  100 - 10(2 + 3) + 4 =
54
454
810

*** 291
Calculate:  60 - 5(2 + 6) + 4 =
24
30
32

*** 292
Calculate:  38 - 2(3 + 4) + 5 =
29
19
48

*** 293
Calculate:  40 - (4 + 6) &divide; 2 + 3 =
38
18
24

*** 294
Calculate:  20 + 6(8 + 12) &divide; 4 - 2 =
48
128
96

*** 295
Calculate the following: -6 &times; 4
-24
24
-64

*** 296
Calculate the following: -9 &times; 7
-63
63
-36

*** 297
Calculate the following: -12 &times; 6
-72
72
60

*** 298
Calculate the following: -13 &times; 7
-91
91
78

*** 299
Calculate the following: -14 &times; 5
-70
70
65

*** 300
Calculate the following: -16 &times; 4
-64
64
80

*** 301
Calculate the following: 48 divided by -6
-8
8
-6

*** 302
Calculate the following: 56 divided by -8
-7
7
-6

*** 303
Calculate the following: 64 divided by -8
-8
8
-7

*** 304
Calculate the following: 76 divided by -4
-19
19
-18

*** 305
Calculate the following: 81 divided by -9
-9
9
8

*** 306
Calculate the following: 108 divided by -12
-9
9
8

*** 307
Calculate the following: 96 divided by -8
-12
12
14

*** 308
Calculate the following: 7 - (-3)
10
4
7

*** 309
Calculate the following: 27 - (-5)
32
-32
22

*** 310
Calculate the following: 12 - (-5)
17
-7
-17

*** 311
What is the answer to this calculation: -12 + 4 - 8
-16
0
-4

*** 312
Calculate:  4 - 5 - 3
-4
6
-12

*** 313
Calculate: - 2 + 2 - 6 + 6
0
16
2

*** 314
Calculate:  2 - 5 - 4
-7
-11
7

*** 315
Calculate:  - 1 + 9 - 10 + 4
2
-2
4

*** 316
Calculate: - 4 + 4 - 7 + 7
0
22
-22

*** 317
Calculate:  10 &times; (- 7)
-70
70
-3

*** 318
Divide  -20 by -4
5
-5
4

*** 319
Divide  24 by -6
-4
4
-2

*** 320
Divide  -64 by 16
-4
4
-8

*** 321
Calculate:  -40 &divide; -8
5
-5
8

*** 322
Calculate: -64 &divide; -16
4
-4
8

*** 323
Calculate: -72 &divide; -9
8
-8
9

*** 324
Calculate:  -76 &divide; 4
-19
19
9

*** 325
Calculate:   -12 - 3 =
-15
15
-9

*** 326
Calculate:  2 - 3 =
-1
1
-5

*** 327
Calculate:  -4 - -9 =
5
-5
-13

*** 328
Calculate:  -2 - -9 =
7
-7
11

*** 329
Calculate:   -3 + -12 =
-15
15
-9

*** 330
Calculate:   -10 + -6 =
-16
16
10

*** 331
Calculate: 8 &times; -3 =
-24
24
16

*** 332
Calculate: 0 &times; 3 =
0
3
-0

*** 333
Calculate: 9 &times; -3 =
-27
27
-13

*** 334
Calculate: -16 &times; 1 =
-16
16
1

*** 335
Calculate: 15 &times; -4 =
-60
60
30

*** 336
Calculate:  2 &times; -10 =
-20
20
10

*** 337
Calculate:  -10 &times; 4 =
-40
40
20

*** 338
Calculate:  -6 &times; -12 =
72
-72
60

*** 339
Calculate:  -22 &divide; 2 =
-11
11
2

*** 340
Calculate:  30 &divide; -10 =
-3
3
10

*** 341
Calculate:  0 &divide; -5 =
0
-5
-0

*** 342
Calculate:  77 &divide; -11 =
-7
7
8

*** 343
Calculate:  40 &divide; -8 =
-5
5
6

*** 344
Calculate:  10 &divide; -1 =
-10
10
-1

*** 345
Calculate:  -30 &divide; -6 =
5
-5
6

*** 346
Calculate:  -16 &divide; -4 =
4
-4
5

*** 347
Calculate:  -15 &divide; -5 =
3
-3
5

*** 348
Calculate:  -3 &divide; 3 =
-1
1
3

*** 349
What is 1584.6 to the nearest 1000?
2000
1000
1600

*** 350
What is 1084.5 to the nearest 100?
1100
1000
1084

*** 351
Round 8.2646 to 2 decimal places.
8.26
8.27
8.20

*** 352
Round 5.352 to 1 decimal place.
5.4
5.3
5.0

*** 353
Round 25.40025 to two decimal places.
25.40
25
25.41

*** 354
How many significant figures does the number 0.3007 have?
4
1
2

*** 355
How many significant figures does the number 0.0345 have?
3
4
1

*** 356
How many significant figures does the number 2.01 have?
3
1
2

*** 357
How many significant figures does the number 0.001023 have?
4
3
6

*** 358
Round 0.0724591 to 3 significant figures.
0.0725
0.0724
0.072

*** 359
Round 0.2300105 to 4 significant figures.
0.2300
0.2301
0.23001

*** 360
Round 1484.5 to the nearest whole number.
1485
1484
1480

*** 361
$2.99 + $3.10 + 99c is 'approximately equal to'
$7
$6
$8

*** 362
29 &times; 9 is 'approximately equal to'
300
200
400

*** 363
61 &divide; 6 is 'approximately equal to'
10
11
9

*** 364
What is 1500.9 to the nearest 1000?
2000
1000
1600

*** 365
What is 2044.4 to the nearest 100?
2000
2100
2044

*** 366
Round 7.2646 to 3 decimal places.
7.265
7.270
2.264

*** 367
Round 15.359 to 1 decimal place.
15.4
15.3
15.0

*** 368
Round 5.30025 to two decimal places.
5.30
5
5.31

*** 369
How many significant figures does the number 0.7007 have?
4
1
2

*** 370
How many significant figures does the number 0.0545 have?
3
4
1

*** 371
How many significant figures does the number 0.1304 have?
4
2
3

*** 372
How many significant figures does the number 0.003003 have?
4
3
6

*** 373
Round 0.0224592 to 3 significant figures.
0.0225
0.0224
0.022

*** 374
Round 20.230023 to 4 significant figures.
20.2300
20.2301
20.23001

*** 375
Round 1485.4 to the nearest whole number.
1485
1486
1480

*** 376
$3.99 + $6.10 - 99c is 'approximately equal to'
$9
$10
$4

*** 377
39 &times; 99 is 'approximately equal to'
4000
3000
5000

*** 378
81 &divide; 4 is 'approximately equal to'
20
21
19

*** 379
How is the ratio 16:24 written in its simplest form?
2:3
4:6
8:12

*** 380
What is the missing number from this ratio? 10:7 = [_]:35
50
10
7

*** 381
What is the missing number from this ratio? 12:8 = [_]:2
3
6
1

*** 382
Eve divided 24 sweets between her two grandchildren in the ratio of their ages. If Kate is 7, Tom is 5, how many does Kate receive?
14
10
12

*** 383
A map has a scale of 1:25000. How much does 1cm on the map represent in real life?
25000cm
250cm
2m

*** 384
Write the ratio 40:24 in its simplest form.
5:3
10:6
20:12

*** 385
Alan and Peter win a sum of money which they agree to share in the ratio 2:3. If Alan receives $50, how much will Peter receive?
$75
$25
$125

*** 386
David and John win $100 between them. They agree to divide the money in the ratio 4:1. How much does John receive?
$20
$80
$10

*** 387
If the 1:10 model boat is 15ft long, how long is the actual boat?
150ft
10ft
15ft

*** 388
If the boat has a mast of height 24ft, how high is the mast on the model 1:12?
2ft
3ft
4ft

*** 389
What is the missing number from this ratio? 10:5 = [_]:35
70
7
10

*** 390
Which of the following is equivalent to 2 to 12?
1:6
1:12
2:6

*** 391
Which of the following is equivalent to 12 to 18?
2:3
3:2
1:9

*** 392
Which of the following ratios is NOT equivalent to 1:4?
3:15
2:8
10:40

*** 393
Which of the following ratios is NOT equivalent to 20:24?
6:5
5:6
10:12

*** 394
Helen divided 36 sweets between her 2 children in the ratio of their ages. If John is 7, Peter is 5, how many does John receive?
21
15
7

*** 395
Divide 60 sweets in the ratio of 1:9.
6, 54
6, 9
54, 6

*** 396
Which of the ratios 4:6, 4:7, 4:8 is written in its simplest form?
4:7
4:8
4:6

*** 397
Which of the ratios 5:60, 13:17, and 4:18 is written in its simplest form?
13:17
5:60
4:18

*** 398
Write the ratio 8:12 in its simplest form.
2:3
4:6
1:2

*** 399
What is the missing number from this ratio? 10:7 = [_]:28
40
10
4

*** 400
What is the missing number from this ratio? 24:16 = [_]:2
3
6
2

*** 401
Peter divided 24 sweets between his 4 friends in the equal ratio. How many does each friend receive?
6
4
12

*** 402
A map has a scale of 1:500. How much does 2 inches on the map represent in real life?
1000 inches
500 inches
100 ft

*** 403
Write the ratio 55:22 in its simplest form.
5:2
5:3
11:2

*** 404
Nelson and Peter earn $500 which they agree to share in the ratio 2:3. How much will Peter receive?
$300
$200
$100

*** 405
Rick and Mike win $12 between them. They agree to divide the money in the ratio 5:1. How much does Rick receive?
$10
$2
$5

*** 406
What is the missing number from this ratio? 10:50=[_]:35
7
70
10

*** 407
What is the missing number from this ratio? 2:4=[_]:20
10
5
100

*** 408
Simplify 11:44
1:4
4:1
1:1

*** 409
Which of the following is equivalent to 12 to 12?
1:1
1:2
2:12

*** 410
Which of the following is equivalent to 24 to 18?
4:3
2:3
3:4

*** 411
Find the value of 2&sup2;
4
2
1

*** 412
Find the value of 2&sup3;
8
6
9

*** 413
Find the value of 3&sup3;
27
9
6

*** 414
Find the value of 3&sup2;
9
8
6

*** 415
Calculate 5&sup2;
25
32
10

*** 416
Calculate 5&sup3;
125
25
15

*** 417
Calculate 2&sup5;
32
25
10

*** 418
Convert into index form: 2 &times; 2
2 &sup2;
22
4

*** 419
Convert into index form: 2 &times; 2 &times; 2
2 &sup3;
3 &sup2;
8

*** 420
Convert into index form: 3 &times; 3
3&sup2;
2&sup3;
9

*** 421
Convert into index form: 3 &times; 3 &times; 3
3&sup3;
9
27

*** 422
Convert into index form: 7 &times; 7 &times; 7 &times; 7 &times; 7 &times; 7
7&sup6;
6&sup7;
6/7

*** 423
Convert the number 'three to the power of seven' into index form
3&sup7;
7&sup3;
3/7

*** 424
Calculate 2&sup3; &times; 3&sup2;
72
9
8

*** 425
Calculate  2&sup5; &times; 1&sup2;
32
10
64

*** 426
Calculate 5&sup2;
25
0
50

*** 427
Calculate the square root of 4
2
16
4

*** 428
Calculate the square root of 16
4
2
196

*** 429
Find the square root of 25
5
5/2
10

*** 430
What is the square root of 100?
10
50
10000

*** 431
Find the cube root of 27
3
2
9

*** 432
What is the cube root of 8?
2
3
24

*** 433
Simplify 2&sup3; &times; 2&sup5;
2&sup8;
8&sup2;
2&sup1;&sup5;

*** 434
Simplify 2&sup5; &times; 2&sup4; =
2&supopenbrac;&sup5; &supadd; &sup4;&supclosebrac;
210
80

*** 435
Which of the following is NOT equal to 2&sup7; &times; 2&sup3;?
2&sup2;&sup1;
2&supopenbrac;&sup7 &supadd; &sup3;&supclosebrac;
2&sup1;&sup0;

*** 436
Which of the following is NOT equal to 3&sup4; &times; 3&sup2;?
3&sup8;
3&supopenbrac;&sup4; &supadd; &sup2;&supclosebrac;
3&sup6;

*** 437
Which of the following is NOT equal to 25&sup6; &times; 25&sup4;?
25&sup2;&sup4;
25&supopenbrac;&sup6; &supadd; &sup4;&supclosebrac;
25&sup1;&sup0;

*** 438
Simplify 2&sup5; &divide; 2&sup3;
2&sup2;
2&sup5;&supdivide;&sup3;
2&sup8;

*** 439
Which of the following is NOT equal to 2&sup5; &divide; 2&sup2;?
2&sup5;&supdivide;&sup2;
2&supopenbrac;&sup5; &supminus; &sup2;&supclosebrac;
2&sup3;

*** 440
Find the value of 2&sup6; &divide; 2&sup3;
8
16
6

*** 441
Which of the following is NOT equal to 5&sup1;&sup0; &divide; 5&sup3;?
5&sup1;&sup0;&supdivide;&sup3;
5&supopenbrac;&sup1;&sup0; &supminus; &sup3;&supclosebrac;
5&sup7;

*** 442
Simplify 45&sup1;&sup0; &divide; 45&sup2;
45&sup8;
45&sup5;
45&sup1;&sup0;

*** 443
Which is the number equivalent to 'two to the power of five'?
32
10
25

*** 444
Which of these has an index of 2?
4&sup2;
2&sup5;
3&sup3;

*** 445
Which of these has a value of 32?
2&sup5;
3&sup3;
4&sup2;

*** 446
Which has the smallest value; 3&sup2;, 2&sup5;, 4&sup2;?
3&sup2;
2&sup5;
4&sup2;

*** 447
What is the square root of 16?
4
2
8

*** 448
What is the cube root of 125?
5
25
45

*** 449
2&sup5; &times; 2&sup2; is the same as
2&sup7;
2&sup1;&sup0;
40

*** 450
2&sup8; divided by 2&sup4; is the same as
2&sup4;
2&sup2;
2

*** 451
Which of the following has the largest value?
5&sup1;&sup0; &divide; 5&sup2;
5&sup2; &times; 5&sup2;
5&sup3; &times; 5&sup2;

*** 452
What is the square root of 36?
6
12
2

*** 453
What is the square root of 10000?
100
10
1000

*** 454
What is the square root of 64?
8
4
32

*** 455
What is the cube root of 64?
4
8
2

*** 456
Find value of 2&sup6; &divide; 2&sup3; &times; 2&sup3;
2&sup6;
2&sup3;
1

*** 457
If you get 7 out of 10 in a test, express your score as a fraction.
7/10.
7
70

*** 458
Express 4 out of 20 as a fraction in its simplest form.
1/5
4/20
2/10

*** 459
Express 24 out of 100 as a fraction in its simplest form.
6/25
12/50
24/100

*** 460
What fraction of 1 foot is 6 inches? Give your answer in its simplest form.
1/2
2/1
1/50

*** 461
What fraction of 1 foot is 2 inches? Give your answer in its simplest form.
1/6
2/1
1/4

*** 462
Convert 0.38 into a fraction. Give your answer in its simplest form.
19/50
38/100
38

*** 463
Convert 0.4 into a fraction. Give your answer in its simplest form.
2/5
4/10
4/1

*** 464
Convert 0.125 into a fraction. Give your answer in its simplest form.
1/8
125/1000
1/4

*** 465
Write 0.7 as a fraction.
7/10
3/10
10/7

*** 466
Write 0.80 as a fraction in its simplest form.
4/5
8/10
80/100

*** 467
Convert the fraction 3/10 into decimal form.
0.3
3.0
0.03

*** 468
Convert 17/100 into decimal form.
0.17
1.7
0.0017

*** 469
Convert 9/100 into decimal form.
0.09
0.009
0.9

*** 470
Calculate 0.35 as a percentage.
35%
3.5%
35/100 %

*** 471
Calculate 0.475 as a percentage.
47.5%
475%
4.75%

*** 472
Calculate 0.14 as a percentage.
14%
1.4%
1400%

*** 473
Convert 0.05 to a percentage.
5%
500%
50%

*** 474
Convert 6/10 to an equivalent fraction with a denominator of 100
60/100
60%
6/100

*** 475
Convert 1/4 to an equivalent fraction with a denominator of 100
25/100
4/100
1/100

*** 476
Convert 3/5 to a percentage.
60%
30%
60/100

*** 477
Convert 3/8 into decimal form.
0.375
3.75
37.5

*** 478
Convert 3/8 into a percentage.
37.5%
375%
3.75%

*** 479
Convert 5/8 into a percentage.
62.5%
6.25%
625%

*** 480
A dress which originally cost $80 is reduced by $10 in a sale. What percentage reduction is this?
12.5%
10%
87.5%

*** 481
A team has 20 members, 8 of which are girls. What percentage of the team are girls?
40%
80%
60%

*** 482
In a class there are 400 students. 120 of the students are girls. What percentage of the students are girls?
30%
70%
12%

*** 483
Write 47% as a decimal.
0.47
4.7
0.047

*** 484
Write 125% as a decimal.
1.25
12.5
125.0

*** 485
Write 5% as a fraction in its simplest form.
1/20
5/100
5/10

*** 486
Write 100% as a fraction in its simplest form.
1/1
100/100
1/10

*** 487
If you get 8 out of 10 in a test, express your score as a percentage.
80%
20%
100%

*** 488
Express 15 out of 20 as a percentage.
75%
15%
7.5%

*** 489
You got 9.8 out of 10 in an examination. Express your score as a percentage.
98%
9.8%
0.98%

*** 490
Express 150 out of 200 as a percentage.
75%
150%
0.75%

*** 491
Work out the sum 4.6 + 4.5 =
9.1
8.1
9.7

*** 492
Work out the sum 3.4 + 3.9 =
7.3
6.3
6.13

*** 493
Work out the sum 7.4 + 6.5 =
13.9
1.39
13.7

*** 494
Work out the sum 9.6 + 0.5 =
10.1
9.1
1.01

*** 495
Work out the sum 7.7 + 7.7 =
15.4
14.7
1.54

*** 496
Work out the sum 8.4 + 3.5 =
11.9
1.9
1.19

*** 497
Work out the sum 9.8 + 7.5 =
17.3
16.3
1.73

*** 498
Work out the sum 8.4 + 5.5 =
13.9
12.9
1.39

*** 499
Work out the sum 9.4 - 3.5 =
5.9
6.9
6.1

*** 500
Work out the sum 8.2 - 3.8 =
4.4
5.4
5.6

*** 501
Work out the sum 14.4 - 3.6 =
10.8
11.8
10.2

*** 502
Work out the sum 10.3 - 6.5 =
3.8
4.8
4.7

*** 503
Work out the sum 11.7 - 10.8 =
0.9
1.9
9

*** 504
Work out the sum 0.8 - 0.5 =
0.3
3.0
3

*** 505
Work out the sum 7.74 + 3.65 =
11.39
10.39
10.139

*** 506
Work out the sum 13/52 = ___ %
25%
4%
50%

*** 507
Work out the sum 10/25 = ___ %
40%
2.5%
20%

*** 508
Work out the sum 3/30 = ___%
10%
1%
30%

*** 509
As a percentage 6/20 is equivalent to
30%
25%
20%

*** 510
As a percentage 42/60 = ___%
70%
60%
80%

*** 511
As a percentage 16/20 = ___%
80%
50%
8%

*** 512
Work out the sum 63/90 = ___%
70%
90%
75%

*** 513
Work out the sum 24/80 = ___%
30%
40%
45%

*** 514
Work out the sum 15/25 = ___%
60%
30%
70%

*** 515
Work out the sum 27/45 = ___%
60%
30%
40%

*** 516
As a percentage 14/70 = ___%
20%
50%
25%

*** 517
As a percentage  32/40 = ___%
80%
40%
20%

*** 518
Work out the sum 27/60 = ___%
45%
60%
40%

*** 519
As a percentage 18/50 = ___%
36%
30%
35%

*** 520
Work out the sum 60/80 = ___%
75%
50%
80%

*** 521
Work out the sum 4/20 = ___%
20%
40%
25%

*** 522
As a percentage  12/36 = ___%
33.33%
35%
30%

*** 523
As a percentage 22/55 = ___%
40%
50%
45%

*** 524
A store that sells skateboards buys them from a manufacturer at a wholesale price of $50. The store makes a profit of 150%. What is the retail price?
$125
$75
$200

*** 525
You got 40% discount off a $100 jacket. How much money did you pay for the jacket?
$60
$80
$40

*** 526
Jill buys a pair of jeans for 30% off the original price of $29. What is the sale price?
$20.30
$29
$8.7

*** 527
Christina saved 25% on a shirt that originally cost $36. How much did she save?
$9
$12
$8

*** 528
If a shop has a 15% discount offer and the original price is $150 what is the new price?
$127.50
$175.50
$150

*** 529
If a shop has a 15% discount offer and the original price is $100 what is the sale price?
$85
$95
$75

*** 530
A shop had a 10% sale on. If an item was selling in the sale for $1080, what was the original price?
$1200
$1000
$2200

*** 531
There are 140 balls in a basket. If 35% are red, how many red balls are there?
49
45
50

*** 532
There are 180 students in a group. If 45% are girls how many girls are there?
81
55
45

*** 533
If a book shop has a 15% discount offer and you buy books with an original price of $300 what is the price you have to pay?
$255
$245
$250

*** 534
Reduce the fraction 15/35 to its lowest terms:
3/7
3/5
2/7

*** 535
Reduce the fraction 20/70 to its lowest terms:
2/7
4/7
4/5

*** 536
Work out the sum 1.40 + 4.90 =
6.30
63.0
6.3

*** 537
Work out 5 + 4 &times; 2
13
11
8

*** 538
Divide 10 by -5
-2
2
-50

*** 539
What is the missing number from this ratio? 12:24 = [_]:2
1
2
6

*** 540
You are making orange squash and you mix one part orange to four parts water. What is the ratio of orange to water?
1:4
4:1
1:5

*** 541
Express the number 'seven to the power of three' in index form
7&sup3;
3&sup7;
21

*** 542
Express the number 'seven squared' in index form
7&sup2;
2&sup7;
49

*** 543
Calculate the cube root of 1000
10
100
1

*** 544
Write 5% as a decimal.
0.05
0.50
5.00

*** 545
When the expression 3a + 9b - 2b is simplified, it becomes:
3a + 7b
12ab - 2b
3a + 11b

*** 546
When the expression 14m - 6k - 5m + 3k + 4k is simplified, it becomes:
9m + k
9m + 13k
19m - 7k

*** 547
What is the value of 3(2x - 5) when x = 4?
9
6x - 5
30

*** 548
What is the value of 4(y + 10) when y = 5?
60
y + 40
40

*** 549
What is the value of 6g + 10k when g = 5 and k = 2?
50
31
40

*** 550
When the expression 7y + 3z - 6z - y is simplified it, becomes:
6y - 3z
8y + 9z
- 7y + 3z

*** 551
Simplify: 8x - 3x + 15x - 7x - 14x
-x
3x
12x

*** 552
Simplify: -25y - 47y + 64y - 12y + 30y
10y
-32y
17y

*** 553
Find the common factors of 18 and 24
1, 2, 3, and 6
1, 2, 3, 6, 18, and 24
1

*** 554
Find the first six multiples of 13
13, 26, 39, 52, 65, and 78
13, 26, 49, 58, 69 and 81
13, 26, 36, 49, 65 and 81

*** 555
Simplify the expression: 6 - 3a + b -7 + a - 6b + 2 -a + 3b
1 - 3a - 2b
- 9 + 2a - 3b
- 1 + 5a - b

*** 556
Simplify the expression: - 7 &times; 2 + 18 &times; 2 + 3  &times; 2 - 5 &times; 2
9x2
18x2
-16x3

*** 557
Simplify the expression: b2y - 9b2y + 2b2y - 5b2y
-11b2y
20by2
6b2y

*** 558
Simplify the expression: abx - 15abx - 10abx + 32abx
8abx
24abx
-3abx

*** 559
Simplify the expression:  7x - 9y + 3 - 3x - 5y + 8
4x - 14y + 11
x + 2y - 15
- 2x - 13y + 1

*** 560
Simplify the expression: 3x&sup2; + 5xy - 4y&sup2; + x&sup2; - 8xy - 5y&sup2;
4x&sup2; - 3xy - 9y&sup2;
7x&sup2; + 5xy - 3y&sup2;
2x&sup2; - xy - 8y&sup2;

*** 561
Simplify the expression: 4x&sup2; + 2 + x + 3x&sup2; + 5x + 6
7x&sup2; + 6x + 8
12x&sup2; + 5x + 8
x&sup2; + 4x + 8

*** 562
Simplify the expression: 5 + 3x&sup2; + 4 + x + 2x&sup2; + 6x
5x&sup2; + 7x + 9
6x&sup2; + 6x + 1
5x&sup2; + 6x + 20

*** 563
Simplify the expression: 4p&sup3; &times; 5p&sup2;
20p&sup5;
9p&sup3;
20p&sup2;

*** 564
Simplify the expression: 8 + 6x&sup2; - 4 + 9x + 2x&sup2; - 6x
8x&sup2; + 3x + 4
8x&sup2; + 15x + 12
4x&sup2; + 3x + 4

*** 565
Simplify the expression: 5z&sup3; &times; 8z&sup2;
40z&sup5;
13z&sup3;
-3z&sup5;

*** 566
The volume of a cuboid is lbh. Find the volume when l = 10 inches, b = 4 inches and h = 5 inches.
200 inches&sup3;
19 inches&sup3;
200 inches&sup2;

*** 567
The area of a triangle = 1/2 bh. Find the area of a triangle when b = 4cm and h = 7cm.
14cm&sup2;
11cm&sup3;
14cm

*** 568
Make I the subject of the formula V = IR
I = V/R
I = VR
I = R/V

*** 569
Solve the following equation x + 5 = 11
x = 6
x = 55
x = 16

*** 570
Solve the following equation p - 3 = 1
p = 4
p = -1
p = 3

*** 571
Solve the following equation 7a = 49
a = 7
a = 42
a = 1

*** 572
Solve the following equation w/3 = 4
w = 12
w = 9
w = 16

*** 573
Solve the following equation 3x + 1 = 10
x = 3
x = 1
x = 5

*** 574
Solve the following equation 2x -5 = 7
x = 6
x = 4
x = 3

*** 575
Solve the following equation 2x + 2 = x + 4
x = 2
x = 3
x = 4

*** 576
Solve the following equation 5x - 2 = 12 - 2x
x = 2
x = 3
x = 4

*** 577
Solve the following equation 2(5x + 1) = 3(3x + 7)
x = 19
x = 20
x = 21

*** 578
Solve the following equation 3(2x - 5) = 3(x +1)
x = 6
x = 4
x = 5

*** 579
Solve the following equation 2(2x +1) - 3(x - 1) = 8
x = 3
x = 2
x = 4

*** 580
What is the solution of the inequality 5x + 2 &gt; 12?
x &gt; 2
x &gt; 2.8
x &gt; 10

*** 581
Solve the simultaneous equations 2x + y = 10 and y = 3x
x = 2 and y = 6
x = 3 and y = 5
x = 6 and y = 2

*** 582
Solve the simultaneous equations 3x + y = 17 and y = x + 1
x = 4 and y = 5
x = 3 and y = 4
x = 5 and y = 4

*** 583
Solve the simultaneous equations 4x + y = 10 and 4x - y = 6
x = 2 and y = 2
x = 4 and y = 2
x = 3 and y = 3

*** 584
What is the vertical axis called?
the y axis
the x axis
the z axis

*** 585
What is the x coordinate of the point (4,8)
4
8
12

*** 586
What is the y coordinate of the point (3,9)?
9
3
12

*** 589
If we rearrange the equation 3y - 6x = 2, we get:
y = 2x + 2/3
y = 2x/3 + 2
y = -2x + 2/3

*** 590
Which of these lists contains only even numbers?
10, 14, 2, 8, 20
1, 3, 5, 7, 9
6, 7, 8, 9, 10

*** 591
Which of these lists contains only odd numbers?
21, 15, 13, 25, 1
5, 8, 3, 11, 36
18, 26, 6, 14, 8

*** 592
Which of these numbers is a square number and a cube number and a triangle number?
1
36
63

*** 593
Which of these numbers is a multiple of 15?
45
1
100

*** 594
The first five multiples of 12 are:
12, 24, 36, 48, 60
24, 36, 48, 60, 72
1, 2, 3, 4, 6

*** 595
What is the rule for this number pattern? 50, 40, 30, ...
subtract 10
add 10
divide by 10

*** 596
What are the next two terms of this number pattern? 5, 9, 13 ...
17, 21
19, 23
19, 21

*** 597
What is the common difference of the following number sequence? 9, 7, 5, ...
-2
2
-4

*** 599
What is the nth term of the number pattern 2, 4, 6, 8, ...
2n
10
16

*** 600
Find the next term of the sequence: 9, 12, 17, 24, 33 ...
44
54
43

*** 601
Find the nth term of the sequence: 6, 9, 14, 21, 30, ...
n&sup2; + 5
41n
n&sup2; + 41

*** 602
Find the next term and the nth term of the sequence: 2+4, 8+4, 18+4, 32+4, 50+4, ...
72+4 and 2n&sup2;+4
68+4 and 68n&sup2;+72
86+4 and 90+n&sup2;

*** 603
The area A of the four walls of a room of length L, breadth B and height H is given by the formula A = 2 (L + B) H. Find A when L = 4.5m, B = 3m and H = 4m
60m&sup2;
36m&sup2;
60m

*** 604
Given L = a + (n - 1) d; find n if L = 31, a = 15 and d = 2
n=9
n=18
n=6

*** 605
Given y = 3x - 4; find x if y = 18
x=7 1/3
x=16
x=53

*** 606
If y = mx + c; find m, when y = 7, x = 5 and c = -3
m=2
m=12
m=8

*** 607
Solve: 21 - 3 (a - 7) = a + 20
a=5 1/2
a=12
a=7 1/3

*** 608
Solve 15 + x = 5x + 3
x=3
x=4
x=5

*** 609
y = mx + c; find x, when y = -8, m = -1 and c = 2
x=10
x=-13
x=4

*** 610
Solve 20 = 6 + 2x
x=7
x=12
x=3

*** 611
Five less than 3 times a number is -20. Find the number.
-5
-3
4

*** 612
The sum of 3 consecutive odd numbers is 57. Find the numbers.
17, 19 and 21
13, 17 and 23
11, 17 and 21

*** 613
Solve the simultaneous equations: x + y = 11 and x - y = - 3
x=4 and y=7
x=6 and y=2
x=1 and y=8

*** 614
Solve the simultaneous equations: 4a - b = 10 and 2a + 3b = 12
a=3 and b=2
a=11 and b=13
a=5 and b=8

*** 615
Find two positive numbers which have a difference of 5 and whose product is 84.
7 and 12
13 and 18
3 and 28

*** 616
Find two consecutive even natural numbers whose product is 168.
12 and 14
26 and 28
18 and 20

*** 617
Solve the given quadratic equation: (2x - 3) (x+2) = 0
x=3/2 or -2
x=1 or -3
x=1/4 or 2

*** 618
Solve the given quadratic equation: x&sup2; - 64 = 0
x=8 or - 8
x=8 or 16
x=- 4 or 4

*** 619
Solve the given quadratic equation: 9x&sup2; = 25
x=5/3 or - 5/3
x=5/9 or 9/5
x=3/5 or - 5/25

*** 620
Solve the given quadratic equation: 4y&sup2; = 11y + 3
y=3 or - 1/4
y=4 or 7
y=- 1/5 or 3/2

*** 621
What is the equation of the x axis?
y = 0
x = 0
x = y

*** 622
What is the equation of y axis?
x = 0
x = y
y = 0

*** 623
The graph of x = 2 is a line parallel to:
y axis
x axis
Not parallel to any axis

*** 624
The graph of y = 3 is a line parallel to:
x axis
y axis
z axis

*** 625
The graph of line x + 2 = 0 is parallel to:
y axis
x axis
Not parallel to any axis

*** 626
Solve: 7 &lt; 3x; where x is any Natural number
x=3, 4, 5, 6, .......
x=1, 2, 3, .......
x=7, 8, 9, ........

*** 627
Divide 8 into two parts such that the sum of their square is 34
3 and 5
2 and 6
7 and 1

*** 628
Solve the given quadratic equation: x + 1 = 6/x
x=2 or - 3
x=3 or - 3
x=-2 or 5

*** 629
Find least common multiple of 24, 36 and 40
360
1200
640

*** 630
Find common factors of 50 and 75
1, 5, 25
1, 5, 10, 15, 25, 50
5, 25, 50, 75

*** 631
Find the highest common factor of 7 and 16
1
16
7

*** 632
Find the highest common factor of 540, 720 and 450
90
10
180

*** 633
If a number ends with 3 zeroes, how many zeroes will its square have?
6 zeroes
3 zeroes
9 zeroes

*** 634
What is the square root of 324?
18
14
19

*** 635
If 18 men can do a piece of work in 18 days, how many men would it take to do the work in 27 days?
12 men
21 men
9 men

*** 636
If 30 men can reap a field in 14 days, in how many days will 20 men reap it?
21 days
28 days
12 days

*** 637
Divide 770 in four parts proportional to 2:3:4:5
110, 165, 220 and 275
115, 160, 225 and 270
105, 170, 215 and 280

*** 638
Which ratio is greater 3:5 or 7:11?
7:11
3:5
Both are equal

*** 639
Which ratio is greater 8:15 or 11:20?
11:20
8:15
Both are equal

*** 640
Two numbers are in the ratio 2:7. If the second number is 378, find the first.
108
224
96

*** 641
Given the ration 7:18, find the value of x when the ratio is x:27
x=10.5
x=14
x=21

*** 642
Subtract 5x - 3x&sup2; + 8xy from 7x&sup2; + 3xy - 4x
10x&sup2; - 5xy - 9x
-4x&sup2; + 8xy - 3x
7x&sup2; - 9xy + 9x

*** 643
The sides of a triangle are x&sup2; - 3xy + 8, 4x&sup2; + 5xy - 3 and 6 - 3x&sup2; + 4xy. Find its perimeter.
2x&sup2; + 6xy + 11
x&sup2; - 4xy + 8
-3x&sup2; + 5xy + 11

*** 644
Simplify: y&sup5; &divide; y&sup7; &times; y&sup4;
y&sup2;
-y
y&sup3;

*** 645
Simplify: a&sup5; &divide; a&sup3; + 3a &times; 2a
7a&sup2;
-6a&sup2;
7a

*** 646
Divide: -70a&sup3; by 14a&sup2;
-5a
-5a&sup2;
5a&sup3;

*** 647
Divide: -14x&sup6;y&sup3; - 21x&sup4;y&sup5; + 7x&sup5;y&sup4; by 7x&sup2;y&sup2;
-2x&sup4;y - 3x&sup2;y&sup3; + x&sup3;y&sup2;
-2x&sup3; - 3x&sup2;y&sup2; + x&sup3;
-2x&sup3;y&sup2; - 3x&sup3;y&sup2; + xy&sup2;

*** 648
Add: 2ax - 6by + 4cz; 4by - 14ax and 9cz - 4ax - 6by
-16ax - 8by + 13cz
16ax - 4by + 8cz
-6ax + 5by - 13cz

*** 649
Find the highest common factor of x&sup2;y and xy&sup2;
xy
x&sup2;y&sup2;
xy&sup2;

*** 650
Find the lowest common multiple of abc and acd
abcd
ac
bd

*** 651
Find the highest common factor: 9x&sup2; - 4y&sup2; and 6x&sup2; + 4xy
3x + 2y
9x + 6x + 4xy
x + y

*** 652
Find the highest common factor: a&sup2;b&sup2; - b&sup4;; ab&sup2; + b&sup3; and ab - b&sup2;
b
ab&sup2;
ab

*** 653
Find the next term of the sequence: 1, 4, 9, 16, 25 ...
36
32
49

*** 654
Find the next term of the sequence: 1, 2, 4, 7, 11 ...
16
18
19

*** 655
What is the nth term of the number pattern: 0,3,8,15,24,35, 48, 63, 80, 99......
n&sup2; - 1
n&sup2;
(n-1)&sup2;

*** 656
What is the x coordinate of the point (-3,0)
-3
3
0

*** 657
What is the y coordinate of the point (-1, 6)
6
-6
-1

*** 658
Which line of a graph would be parallel to the x axis?
y=5
x=5
x=5y

*** 659
Which line of a graph would be parallel to the y axis?
x=8
y=8
x=8y

*** 660
The x axis and y axis intersect each other at which point
0, 0
-1, 0
1, 0

*** 661
The point of intersection of both the axes is called
Origin
Coordinate
Quadrant

*** 662
How many quadrants are there in a graph?
Four
Two
One

*** 663
Which of the given points lies in the first quadrant?
(3, 5)
(-3,-5)
(3, -5)

*** 664
Which of the given points lies in the third quadrant?
(-2, -6)
(2, -6)
(-2,-6)

*** 665
Which of the given points lies in Second quadrant?
(1, -5)
(-1, 5)
(-1, -5)

*** 666
What is the solution of the inequality 4x + 1 &gt;= 17
x=4, 5, 6, ......
x=1, 2, 3, ......
x=17, 18, 19........

*** 667
What is the solution of the inequality x + 1 &lt;= 7; where x is a positive integer?
x=1, 2, 3, 4, 5, 6
x=2, 3, 4, 5, 6
x=1, 2, 3, 4

*** 668
What is the solution of the inequality 12 + 6x &gt; 0; where x is a negative integer?
x= -1
x= -2
x= -2, -1, .....

*** 669
What is the solution of the inequality 30 -4(2x - 1) &lt; 30; where x is a positive integer?
x=1, 2, 3, 4, 5,......
x=10, 11, 12, 13.......
x=27, 28, 29

*** 670
Find two consecutive even natural numbers such that the sum of their squares is 52.
4, 6
6, 8
2, 6

*** 671
Solve the given Quadratic equation:  x(x - 4) = 0
x=0 or 4
x=2 or 6
x=4 or 8

*** 672
Solve the given Quadratic equation:  x&sup2; - 3x + 2 = 0
x=2 or 1
x=-5 or 7
x=3 or 8

*** 673
Solve the given Quadratic equation:  x&sup2; + 6 = 5x
x=3 or 2
x=2 or 1
x=0 or 6

*** 674
Solve the given Quadratic equation:  2x&sup2; - 3x +1 = 0
x=1 or 1/2
x=3/4 or 4
x=4 or -6

*** 675
Solve the given Quadratic equation:  x(x + 1) = 6
x=2 or - 3
x=-1 or 1
x=4 or 0

*** 676
Solve the given Quadratic equation:  2y&sup2; = 12 - 5y
y =3/2 or - 4
y =-1/2  or 5
y =1 or -3

*** 677
Solve the simultaneous equations: 3x - 2y = -7 and 5x - 3y = 13
x = 47 and y = 74
x = 74 and y = 53
x = 27 and y = 67

*** 678
What will be the next number in the sequence 2, 6, 12, 20, 30, ...
42
38
48

*** 679
Simplify: 2x &times; 5y &times; 7z
70xyz
12xyz&sup2;
2x5y7z

*** 680
Simplify: -4p &times; 7p
-28p&sup2;
28p
-28p

*** 681
The length of a rectangular hall is 4 yard less than 3 times the breadth of the hall. What is the length, if the breadth is b meters?
(3b - 4) yards
(4-3b) yards
(12b) yards

*** 682
Take John's present age to be 'y' years, what will be his age 5 years from now?
y + 5
5y
y-5

*** 683
Determine the algebraic expression: Sum of numbers a and b subtracted from their product
ab - (a + b)
(a + b) -ab
(a + b) + ab

*** 684
Write the algebraic expression: One-fourth of the product of numbers p and q.
1/4 pq
1/4 + pq
1/4 &divide; pq

*** 685
Subtract 24ab - 10b - 18a from 30ab + 12b + 14a
6ab + 22b + 32a
-6ab - 2b - 4a
-6ab + 12b - 4a

*** 686
100 - 10x&sup3; = [_]; where x = 2
20
40
80

*** 687
When n=-2, what is the value of 5n&sup2; + 5n -2
8
-8
28

*** 688
When a=5 and b=-3, what is the value of 2(a&sup2; + ab) + 3 - ab
38
24
56

*** 689
Given y = 4x - 4; find y if x= 2
y= 4
y= 8
y= 1/2

*** 690
If y = ax + b; find a, when y = 7, x = 2 and b = -3
a= 5
a= 10
a= 2

*** 691
Solve: 24 - 3 (x - 7) = 0
x= 15
x= 8
x= 7

*** 692
Solve 15 + x = 2x + 3
x= 12
x= 9
x= 18

*** 693
Simplify 2x &times; 3y &times; 4z
24xyz
9xyz
6xyz

*** 694
The area A of the four walls of a room of length L, breadth B and height H is given by the formula A = 2(L+B)H. Find L when A = 54m&sup2;, B = 4m and H = 3m.
L = 5m
L = 8m
L = 1m

*** 695
The heights of 10 girls were measured in cm and the results are as follows: 135, 150, 139, 128, 151, 132, 146, 149, 143, and 141. What is the mean height of the girls?
141.4 cm
151
135.6

*** 696
The heights of 10 girls were measured in cm and the results are as follows: 135, 150, 139, 128, 151, 132, 146, 149, 143, and 141. How many girls have heights more than the mean height?
5
7
4

*** 697
Find the mode of the given set of numbers: 1, 1, 2, 4, 3, 2, 1, 2, 2, 4
2
4
3

*** 698
Find the mode of the numbers:  2, 2, 2, 3, 3, 4, 5, 5, 5, 6, 6, and 8
2 and 5
5
8

*** 699
Find the median of the data: 24, 36, 46, 17, 18, 25, and 35
25
17
35

*** 700
The scores in mathematics test (out of 25) of 15 students are as follows: 19, 25, 23, 20, 9, 20, 15, 10, 5, 16, 25, 20, 24, 12, and 20. Find the mode and median of this data.
20 and 20
5 and 25
14 and 22

*** 701
The runs scored in a cricket match by 11 players are as follows: 6, 15, 120, 50, 100, 80, 10, 15, 8, 10, 15.  Find the mean and median of this data.
39 and 15
15 and 15
50 and 100

*** 702
Which of the following statements is false?
The mean is always one of the numbers in a data list.
The mode is always one of the numbers in a data list.
The median is the middle value of the numbers in a data list.

*** 703
A tossed coin will land heads up - this is:
Possible but not certain
Certain to happen
Impossible

*** 704
A die when tossed shall land up with 8 on top - this is:
Impossible
Possible but not certain
Certain to happen

*** 705
Tomorrow will be a cloudy day - this is:
possible but not certain
impossible
certain to happen

*** 706
There are 6 marbles in a box with numbers from 1 to 6 marked on each of them. What is the probability of drawing a marble with number 2?
1/6
1/3
2/3

*** 707
There are 6 marbles in a box with numbers from 1 to 6 marked on each of them. What is the probability of drawing a marble with number 5?
1/6
1/5
5/6

*** 708
A coin is flipped to decide which team starts the game. What is the probability that your team will start?
1/2
2/3
1/4

*** 709
A box contains a pair black socks and a pair of white socks. You pick out a white sock from the box. Then I pick out one more with my eyes closed. What is the probability that it will make a pair?
1/3
1/2
2/3

*** 710
A letter is chosen at random from the word PROBABILITY. What is the probability that it is the letter p?
1/11
1/2
1/3

*** 711
Eleven bags of wheat flour, each marked 5 lbs, actually contained the following weights of flour (in lbs): 4.97 5.05 5.08 5.03 5.00 5.06 5.08 4.98 5.04 5.07 5.00. Find the probability that any of these bags chosen at random contains more than 5 lbs of flour.
7/11
1/11
1/4

*** 712
A letter is chosen at random from the word PROBABILITY. What is the probability that it is the letter Q?
0
1/2
1/3

*** 713
A letter is chosen at random from the word PROBABILITY. What is the probability that it is the letter B or I?
4/11
2/11
1/2

*** 714
Which is correct in the following pair of variables? Temperature and sales of ice-cream.
Positive correlation
Negative correlation
No correlation

*** 715
Which is correct in the following pair of variables? Height and weight.
Positive correlation
Negative correlation
No correlation

*** 716
Which is correct in the following pair of variables? Salary and shoe size.
No correlation
Positive correlation
Negative correlation

*** 717
Which of these is the most common measure of average?
Mean
Mode
Median

*** 718
Which of these can have more than one value?
Mode
Mean
Median

*** 719
Select the missing word. The probability of at least one person in a group of 50 having a birthday next month is [_].
Likely
Impossible
Certain

*** 720
A die is thrown. What is the probability of getting a 4?
1/6
1/4
4/6

*** 721
A die is thrown. What is the probability of getting an even number?
1/2
1/3
1/6

*** 722
Which of the following could be based on a survey?
8 out of 10 dogs prefer 'Fido' dog food
Half the numbers on a die are even
It is certain that Christmas Day will be on the 25th of December this year

*** 723
Alice tosses a coin 100 times. How many times would you expect her to get a head?
50
25
100

*** 724
Jennie is playing a dice game. The probability that Jennie wins is worked out to be 4/7. What is the probability that Jennie does not win?
3/7
4/7
7/7

*** 725
100 cars were observed and 24 of them were found to be red. What is the relative frequency of red cars?
0.24
0.20
24

*** 726
Helen and Christine have played noughts and crosses 20 times. Helen won 12 of the games. Estimate the probability that Christine will win the next game.
0.4
0.04
4.0

*** 727
The relative frequency of rain in April is 0.6. There are 30 days in April. Estimate the number of days of rain in April.
18
6
12

*** 728
2 netball teams played 10 games. Team A won 2, B won 5 and 3 were draws. If they play 20 games, how many might A win?
4
2
6

*** 729
A painted cube is rolled once. One side of the cube is painted red, two sides are painted yellow, and three sides are painted green. What is the theoretical probability of the cube landing green side up?
1/2
1/6
3/4

*** 730
For which of these would you use a histogram to show the data?
The height of competitors in an athletics meet
The number of letters for different areas in a postman's bag
The number of CDs produced by 5 companies

*** 731
When a die is thrown, list the outcomes of an event of getting a prime number
2, 3, 5
1, 2, 3, 5
1, 3, 5

*** 732
What is the probability of getting an ace from a well shuffled deck of 52 playing cards?
1/13
4/13
1/52

*** 733
Numbers 1 to 10 are written on ten separate slips (one number on one slip), put in a box and mixed well. One slip is chosen from the box without looking into it. What is the probability of getting a number 6?
1/10
6/10
2/3

*** 734
Numbers 1 to 10 are written on ten separate slips (one number on one slip), put in a box and mixed well. One slip is chosen from the box without looking into it. What is the probability of getting a number less than 6?
1/2
6/5
3/4

*** 735
Numbers 1 to 10 are written on ten separate slips (one number on one slip), put in a box and mixed well. One slip is chosen from the box without looking into it. What is the probability of getting a number greater than 6?
2/5
1/2
3/2

*** 736
Numbers 1 to 10 are written on ten separate slips (one number on one slip), put in a box and mixed well. One slip is chosen from the box without looking into it. What is the probability of getting a 1-digit number?
9/10
1/10
1

*** 737
If you have a spinning wheel with 3 green sectors, 1 blue sector and 1 red sector, what is the probability of getting a green sector?
3/5
2/5
1/2

*** 738
If you have a spinning wheel with 3 green sectors, 1 blue sector and 1 red sector, what is the probability of getting a non-blue sector?
4/5
1/5
1/4

*** 739
Peter studies for 4 hours, 5 hours and 3 hours respectively on three consecutive days. How many hours does he study daily on average?
4 hours/day
5 hours/day
8 hours/day

*** 740
In a cricket match a batsman scored the following number of runs in six innings: 36, 35, 50, 46, 60, 55. Calculate the mean runs scored by him in an inning.
47
50
60

*** 741
The ages in years of 10 teachers of a school are: 32, 41, 28, 54, 35, 26, 23, 33, 38, 40. What is the range of the ages of the teachers?
31 years
54 years
23 years

*** 742
The ages in years of 10 teachers from a school are: 32, 41, 28, 54, 35, 26, 23, 33, 38, and 40. What is the mean age of these teachers?
35 years
30 years
47 years

*** 743
The marks (out of 100) obtained by a group of students in a science test are 85, 76, 90, 85, 39, 48, 56, 95, 81 and 75. Find the Range of the marks obtained.
56
74
48

*** 744
The marks (out of 100) obtained by a group of students in a science test are 85, 76, 90, 85, 39, 48, 56, 95, 81 and 75. Find the Mean mark obtained by the group.
73
95
66

*** 745
The enrolment in a school during six consecutive years was as follows: 1555, 1670, 1750, 2013, 2540, 2820. Find the mean enrolment of the school for this period.
2058
2013
2000

*** 746
A coin is tossed 1000 times with the following frequencies: Heads: 455, Tails: 545. Calculate the probability of getting heads.
0.455
0.1
0.545

*** 747
Find the probability of getting a prime number when a die is thrown
1/2
3/4
2/3

*** 748
A die is thrown. Find the probability of getting a number which is not prime.
1/2
1/3
2/5

*** 749
A die is thrown. Find the probability of getting a number not greater than 5.
5/6
1/6
1/4

*** 750
A bag has 4 red balls and 2 yellow balls. A ball is drawn from the bag without looking into the bag. What is probability of getting a red ball?
2/3
3/2
1/2

*** 751
What is the probability of getting the letter 'O' from the alphabet (A-Z)?
1/26
14/26
1/4

*** 752
Find the mode of the data: 13, 16, 12, 14, 19, 12, 14, 13, and 14
14
19
12

*** 753
Find the median of the data: 13, 16, 12, 14, 19, 12, 14, 13, and 14
14
13
19

*** 754
The weights (in kg.) of 15 students in a class are: 38, 42, 35, 37, 45, 50, 32, 43, 43, 40, 36, 38, 43, 38, and 47. Find the mode.
38 and 43
38
43

*** 755
A group of 17 students has the following heights (in cm): 106, 110, 123, 125, 117, 120, 112, 115, 110, 120, 115, 102, 115, 115, 109, 115, and 101. What is the mean height?
113.5
142
124

*** 756
Which of the following could be based on a survey?
25 of 100 people do not like hot dogs
The barber's shop might be shut tomorrow
The Sun will rise tomorrow

*** 757
What is the probability of randomly selecting 'T' from the word 'MATH'?
1/4
1/5
3/4

*** 758
What is the probability of randomly selecting 'S' from the word 'MISSISSIPPI'?
4/11
2/3
5/11

*** 759
What is the probability of randomly selecting any other letter besides 'S and I' from the word 'MISSISSIPPI'?
3/11
5/11
3/4

*** 760
It is [_] to rain in winter.
Likely
Unlikely
Impossible

*** 761
Fill in the blank in this sentence.  It is [_] that the sun will rise from the west.
Impossible
Unlikely
Likely

*** 762
A coin is tossed 2 times. Compute the likely frequency of getting heads.
1
2
0

*** 763
Find the probability of getting an odd number when a die is thrown
1/2
3/4
2/3

*** 764
A die is thrown. Find the probability of getting a number which is either 1 or 6.
1/3
1/2
1/6

*** 765
A die is thrown. Find the probability of getting a number which is multiple of 3.
1/3
1/2
1/6

*** 766
A bag has 5 red balls, 3 green balls and 2 yellow balls. A ball is drawn from the bag without looking into the bag. What is probability of getting a yellow ball?
1/5
1/2
1/3

*** 767
A bag has 15 red balls, 10 green balls and 5 yellow balls. A ball is drawn from the bag without looking into the bag. What is probability of getting either a red or green ball?
5/6
1/2
1/3

*** 768
Find the median of the data: 15, 16, 12, 14, and 19
15
12
16

*** 769
David got the marks 35, 45, 50, 80 and 70 in five tests. What was his mean mark?
56
50
55

*** 770
Find the median of the following set of numbers: 2, 4, 7, 1, 9, 3, 13
4
1
7

*** 771
Find the range of the following set of numbers: -5, 4, -1, 6, 10, 2
15
8
6

*** 772
Find the median of the following set of numbers: 4, 1, 3, 10, 6, 12
5
4
6

*** 773
Find the mode of the following set of numbers: 3, 8, 4, 4, 3, 8, 3
3
8
4

*** 774
Find the mode of the following set of numbers: 2, 7, 3, 1, 4, 7, 3
7, 3
7
3

*** 775
Which of the following statements is NOT true for mode?
The mode is the difference between the highest and lowest values in a set of numbers.
The mode is the value that occurs most often.
The mode is the only average that can have more than one value.

*** 776
Find the range of the following set of numbers: 25, 27, 40, 10, 25
30
25
40

*** 777
Find the range of the following set of numbers: 26, 26, 57, 15, 47
42
26
57

*** 778
Two coins are tossed. Compute the probability of getting heads only.
1/4
1/2
3/4

*** 779
Find the probability of getting a sum equal to two when two dice are thrown.
1/36
1/6
2/6

*** 780
A bag has 100 red balls only. A ball is drawn from the bag without looking into the bag. What is probability of getting a red ball?
1
1/100
1/2

*** 781
A bag has 5 red balls and 5 yellow balls only. A ball is drawn from the bag without looking into the bag. What is probability of getting green ball?
0
1/2
1/5

*** 782
What type of correlation is the following pair of variables? Salary and Performance.
Positive correlation
Negative correlation
No correlation

*** 783
What type of correlation is the following pair of variables? Speed and Distance.
Negative correlation
No correlation
Positive correlation

*** 784
What type of correlation is the following pair of variables? Distance and Time
Positive correlation
No correlation
Negative correlation

*** 785
What type of correlation is the following pair of variables? Temperature and sales of cold drinks.
Positive correlation
Negative correlation
No correlation

*** 786
Which of these is not a polygon?
Circle
Triangle
Pentagon

*** 787
What is the sum of the interior angles of a triangle?
180&deg;
360&deg;
90&deg;

*** 788
A polygon has interior angles with a sum of 540&deg;. What is the name of this polygon?
pentagon
rectangle
hexagon

*** 789
What is the sum of the exterior angles of a polygon?
360&deg;
180&deg;
90&deg;

*** 790
Find the exterior angle of a regular hexagon.
60&deg;
72&deg;
30&deg;

*** 791
Find the interior angle of a regular pentagon.
108&deg;
102&deg;
188&deg;

*** 792
What is the name for the distance around a circle?
circumference
radius
diameter

*** 793
Which is the name for the distance from the centre of the circle to its edge?
radius
diameter
circumference

*** 794
What is the meaning of the word bisect?
Cut in half
At right angles
Parallel

*** 795
Which of the following is true?
A triangle can have two acute angles
A triangle can have two obtuse angles
A triangle can have two right angles

*** 796
Which of the following is possible?
A triangle with all the three angles equal to 60&deg;
A triangle with all the three angles greater than 60&deg;
A triangle with all the three angles less than 60&deg;

*** 797
In an isosceles triangle:
two sides have same length
all three sides have same length
all three angles are equal

*** 798
In an equilateral triangle:
each angle has measure 60 degrees
one angle measures 90 degrees
none of the sides have same length

*** 799
PQR is a triangle right angled at P. If PQ = 10 cm and PR = 24 cm, find QR.
26 cm
25 cm
18 cm

*** 800
Which of the following can be the sides of a right triangle?
3 cm, 4cm, 5 cm
2 cm, 2 cm, 9 cm
6 cm, 6 cm, 6 cm

*** 802
Which is the longest side in the triangle ABC right angled at A?
BC
AC
AB

*** 803
Which of the following is False?
The diameter of a circle does not necessarily divide it into two semi-circles
Two diameters of a circle will always intersect
The centre of a circle is always in its interior

*** 804
Two distinct lines meeting at a point are called [_]
Intersecting lines
Cross lines
Parallel lines

*** 805
If two line in a plane do not meet, they are said to be [_]
parallel lines
vertex
intersecting lines

*** 806
Which of the following is False?
The measure of an obtuse angle &lt; 90 degrees
The measure of a reflex angle &gt; 180 degrees
The measure of one complete revolution = 360 degrees

*** 807
Which direction will you face if you start facing east and make 1/2 of a revolution clockwise?
West
South
North

*** 808
Which direction will you face if you start facing west and make 3/4 of a revolution anti-clockwise?
North
East
South

*** 809
Find the number of right angles turned through by the hour hand of a clock when it goes from 3 to 6
1
2
0

*** 810
Find the number of right angles turned through by the hour hand of a clock when it goes from 2 to 8
2
3
1

*** 811
Find the number of right angles turned through by the hour hand of a clock when it goes from 10 to 1
1
0
2

*** 812
Which of these is a three dimensional shape?
Sphere
Triangle
Quadrilateral

*** 813
Which of the following is false?
All the sides of a square are of different lengths
All the sides of a rhombus are of equal length
The diagonals of a square are perpendicular to one another

*** 814
Name the type of the triangle: Triangle with lengths of sides 7 inches, 8 inches and 9 inches
Scalene triangle
Isoceles triangle
Equilateral triangle

*** 815
Name the type of the triangle: triangle XYZ with angle XYZ = 90&deg; and XY = YZ
Isosceles right triangle
Equilateral triangle with right angle
Scalene triangle

*** 816
Find the perimeter of a rectangle whose length and breadth are 150 inches and 100 inches respectively
500 inches
225 inches
250 inches

*** 817
The lid of a rectangular box of sides 40 inches by 10 inches is sealed all round with tape. What is the length of the tape required?
100 inches
50 inches
160 inches

*** 818
Find the side of the square whose perimeter is 20 ft
5 ft
4 ft
6.5 ft

*** 819
Find the perimeter of an equilateral triangle of side 9 inches
27 inches
18 inches
36 inches

*** 820
Peter runs around a square park of side 75 m. Bill runs around a rectangular park with length 60 m and breadth 45 m. Who covers less distance?
Bill
Peter
Both cover same distance

*** 821
A piece of string is 30 inches long. What will be the length of each side if the string is used to form a regular hexagon?
5 inches
6 inches
3.5 inches

*** 822
Find the area of a square plot of sides 8 ft
64 sq. ft
32 sq. ft
16 sq. ft

*** 823
Find the area of a rectangle whose length and breadth are 12 inches and 4 inches respectively
48 sq. inch
16 sq. inch
34 sq. inch

*** 824
The area of a rectangular piece of cardboard is 36 sq inches and its length is 9 inches. What is the width of the cardboard?
4 inches
9 inches
6 inches

*** 825
Find the area of a square with sides 14 inches
196 sq. inch
256 sq. inch
226 sq. inch

*** 826
Find the area of a rectangle whose length and breadth are 12 inches and 21 inches respectively
252 sq. inch
186 sq. inch
292 sq. inch

*** 827
Complete the sentence:  A perimeter is the ___
Sum of all the sides
Product of the sides
Sum of any two sides

*** 828
When the sum of the measures of two angles is that of a straight angle and if one of them is acute then the other should be [_]
obtuse
acute
right

*** 829
An angle whose measure is the sum of the measures of two right angles is ___
straight
obtuse
acute

*** 830
Which of the following cannot be the sides of a right triangle?
2 cm, 2 cm, 5 cm
2.5 cm, 6.5 cm, 6 cm
1.5 cm, 2cm, 2.5 cm

*** 831
Complete the sentence:  Two line segments are congruent if ___
they have the same length
the angles are equal
the lines are parallel

*** 832
If there are two congruent angles and one has a measure of 70&deg; the measure of the other angle is ___.
70&deg;
20&deg;
110&deg;

*** 833
If triangle DEF is approximately equal to triangle BCA, which part of triangle BCA corresponds to angle F?
Angle A
Angle C
Angle B

*** 834
If triangle DEF is approximately equal to triangle BCA, which part of triangle BCA corresponds to line EF?
CA
BC
AB

*** 835
The perimeter of a rectangular sheet is 100 cm. If the length is 35 cm, find its breadth.
15 cm
20 cm
28 cm

*** 836
The perimeter of a rectangle is 130 cm and the breadth of the rectangle is 30 cm. Find the area of the rectangle.
1050 cm&sup2;
1500 cm&sup2;
1350 cm&sup2;

*** 837
The base and vertical height of a parallelogram are 4 cm and 3 cm respectively. Find the area of the parallelogram.
12 cm&sup2;
24 cm&sup2;
7 cm&sup2;

*** 839
What is the circumference of a circle of diameter 10 cm (Take Pi = 3.14)?
31.4 cm
0.314 cm
314 cm

*** 840
What is the circumference of a circular disc of radius 14 cm (Take Pi = 22/7)?
88 cm
108 cm
57/7 cm

*** 841
The radius of a circular pipe is 10 cm. What length of a tape is required to wrap once around the pipe (Pi = 3.14)?
62.8 cm
314 cm
93.5 cm

*** 842
Find the measure of each exterior angle of a regular polygon of 6 sides
60 degrees
30 degrees
90 degrees

*** 843
How many sides does a regular polygon have if the measure of an exterior angle is 36&deg;?
10 sides
5 sides
3 sides

*** 844
An acute angle is ___?
Less than  90 degrees
greater than  90 degrees
equal to  90 degrees

*** 845
A right angle is ___?
equal to 90 degrees
equal to 180 degrees
equal to 360 degrees

*** 846
The angle 120 degree is
an obtuse angle
an acute angle
a right angle

*** 847
Which of the following is true?
Every diameter of a circle is also a chord
Every chord of a circle is also a diameter
A radius is a chord

*** 848
What name is given to an angle that is equal to 90 degrees?
right angle
acute angle
reflex angle

*** 849
What name is given to an angle that is greater than 180 degrees?
reflex angle
acute angle
right angle

*** 850
What name is given to an angle that is less than 90 degrees?
acute angle
reflex angle
right angle

*** 851
What name is given to an angle that is between 90 and 180 degrees?
obtuse angle
acute angle
reflex angle

*** 852
Find the measure of each exterior angle of a regular polygon of 9 sides
40 degrees
10 degrees
36 degrees

*** 853
How many sides does a regular polygon have if the measure of an exterior angle is 24&deg;?
15 sides
24 sides
18 sides

*** 854
Which of the following is true?
All squares are rhombuses and also rectangles
All rectangles are squares
All squares are not parallelograms

*** 855
How many lines can pass through one given point on a circle?
Countless
One
Ten

*** 856
How many lines can pass through two given points on a circle?
One
Countless
Two

*** 857
What name do we give to the value which lies in the middle of the data with half of the observations above it and the other half below it.
Median
Mean
Mode

*** 858
What is another name for average?
Arithmetic mean
Median
Mode

*** 859
The most frequently occurring number in a list is called the
Mode
Mean
Median

*** 873
Where will the hand of a clock stop if it starts at 5 and makes 1/4 of a revolution, clockwise?
8
9
7

*** 877
Name the type of triangle LMN with angle L = 30&deg; angle M = 70&deg; and angle N = 80&deg;
Acute-angled triangle
Isoceles triangle
Scalene triangle

*** 890
Which of the following cannot be the sides of a right triangle?
2 cm, 2 cm, 5 cm
2.5 cm, 6.5 cm, 6 cm
1.5 cm, 2cm, 2.5 cm

*** 893
What is the missing word in the following sentence: It is __ that it will snow in Canada in January.
Likely
Unlikely
Impossible

*** 894
The ages in years of 10 teachers of a school are: 32, 41, 28, 54, 35, 26, 23, 33, 38, and 40. What is the mean age of these teachers?
35 years
30 years
47 years

*** 895
A die is thrown. Find the probability of getting a number not greater than 5
5/6
1/6
1/4

*** 896
Calculate 0.2 as a percentage.
20%
2%
2/10 %

*** 897
A coin is tossed 1000 times with the following frequencies: Heads: 455, Tails: 545. Compute the probability of getting heads.
0.455
0.1
0.545

*** 898
A bag has 4 red balls and 2 yellow balls. A ball is drawn from the bag without looking into the bag. What is probability of getting a red ball?
2/3
3/2
1/2

*** 928
Which is correct in the following pair of variables? Salary and Performance.
Positive correlation
Negative correlation
No correlation

*** 979
Where will the hand of a clock stop if it starts at 5 and makes 1/4 of a revolution, clockwise?
8
9
7

*** 980
Work out the sum 7.37 + 5.46 =
12.83
12.8
13.3

*** 981
Solve the following pairs of simultaneous equations: 3x + 2y = 8 and x + 5y = 7
y=1  x=2
y=2  x=6
y=1  x=3

*** 982
Solve the following pairs of simultaneous equations: p + 4q = 11 and 6p - 5q = 8
q=2  p=3
q=3  p=2
q=2  p=1

*** 984
In February 1992, there were five Saturdays. When will this happen again?
February 2020
February 2016
February 2029

*** 985
Solve the following: ABCDEF &times; 3 = BCDEFA
285714 &times; 3 = 857142
142857 &times; 3 = 428576
242257 &times; 3 = 428571

*** 986
Using any combination of operators use 8 exactly eight times to make 1000.
888 + 88 + 8 + 8 + 8
888/8.888
8888/8.8

*** 987
A girl, a boy, and a dog start walking.  They start at the same time, from the same point, in the same direction. The boy walks at 5 km/h, the girl at 6 km/h. The dog runs from boy to girl and back with a constant speed of 10 km/h. How far does the dog run in 1 hour?
10 km
5 km
20 km

*** 988
Find the median of the following set of numbers: 12, 3 and 5
The median is 5
The median is 3
The median is 12

*** 989
What is the value of 3(2x - 5) when x = 4?
9
6x - 5
30

*** 990
Which of these numbers is a square number and a cube number and a triangle number?
1
63
27

*** 991
The first five multiples of 12 are:
12, 24, 36, 48, 60
24, 36, 48, 60, 72
1, 2, 3, 4, 6

*** 992
Solve the following equation: 2(5x + 1) = 3(3x + 7)
x = 19
x = 20
x = 21

*** 993
Solve the following equation. 2(2x +1) - 3(x - 1) = 8
x = 3
x = 2
x = 4

*** 994
What is the nth term of the number pattern 2, 4, 6, 8, ...
2n
10
16

*** 995
Susan has 3 cats. William is the fattest and weighs 14 lbs. Oliver weighs 2 pounds less than William. Sammy is only a kitten and weighs half as much as Oliver. How much does Sammy weigh?
6 lbs
7 lbs
9 lbs

*** 996
Susan has 3 greedy cats. Each cat consumes 21 tins of cat food per week. How many tins of cat food will Susan's cats consume in 24 days?
216
72
421

*** 997
A pentagon pyramid has 6 faces and 6 vertices. How many edges does it have?
10 edges
12 edges
15 edges

*** 998
How many sides does an equilateral pentagon have?
5
10
7

*** 999
What is the formula for the Volume of a Pyramid?
1/3 x [Base Area] &times; Height
3 x [Base Area] &times; Height
1/3 x [Base Area] + Height

*** 13
In the number 8 215 437, the figure 2 has the value of 200 000. What is the value of the figure 1?
10 000
1 000
100 000

*** 255
Work out twenty percent of 115?
23
230
11.5

*** 427
If the 1:100 model toy is 5cm long, how long is the actual boat?
500cm
100cm
50cm

*** 543
Work out the sum 14/20 = ___%
70%
40%
60%

*** 545
As a percentage  11/22 = ___%
50%
40
45%

*** 18
Select from the list below the following number in figures; five million, forty-six thousand, six hundred and seven:
5,046,607
5,460,607
5,046,706

*** 21
Select from the list below the following number in figures; two million, seventy-six thousand, four hundred and thirteen:
2,076,413
2,078,213
2,066,214

*** 62
Reduce the fraction 6/42 to its lowest terms:
1/7
1/8
2/5

*** 63
Reduce the fraction 3/24 to its lowest terms:
1/8
2/5
3/7

*** 64
Reduce the fraction 5/35 to its lowest terms:
1/7
2/7
3/5

*** 93
Reduce the fraction 13/65 to its lowest terms:
1/5
1/4
2/5

*** 94
Reduce the fraction 14/70 to its lowest terms:
1/5
2/5
1/4

*** 96
Reduce the fraction 5/40 to its lowest terms:
1/8
1/9
2/8

*** 97
Reduce the fraction 21/49 to its lowest terms:
3/7
1/3
3/5

*** 98
Reduce the fraction 28/35 to its lowest terms:
4/5
3/7
4/7
