Directions
(1 – 10): In each of the following number series, a wrong number is given. Find
out the wrong number.
1. 13, 16, 38, 124, 504, 2535
(a) 16
(b) 38
(c) 124
(d) 504
(e) 2535
2. 6, 10, 32, 111, 464, 2345
(a) 10
(b) 32
(c) 111
(d) 464
(e) 2345
3. 8, 18, 64, 272, 1395, 8424
(a) 18
(b) 64
(c) 272
(d) 1395
(e) 8424
4. 80, 105, 195, 478, 1350, 3975
(a) 105
(b) 195
(c) 478
(d) 1350
(e) 3975
5. 8, 18, 78, 420, 2424, 15270
(a) 18
(b) 78
(c) 420
(d) 2424
(e) 15270
6. 6
7 16 41
90 154 292
(a) 7
(b) 16
(c) 41
(d) 90
(e) 154
7. 484 240
120 57 26.5
11.25 3.625
(a) 240
(b) 120
(c) 57
(d) 26.5
(e) 11.25
8. 16, 47, 138, 414, 1238, 3709
(a) 47
(b) 1238
(c) 414
(d) 16
(e) 138
9. 120, 141, 180, 194, 236, 251
(a) 120
(b) 180
(c) 236
(d) 251
(e) 194
10. 543, 559, 595, 659, 789, 903
(a) 595
(b) 903
(c) 789
(d) 559
(e) 659
Answers:
1. C) The number should be 123.
×1 + 3, ×2 +
6, ×3 + 9 ...
2. A) The number should be 11.
×1 + 5, ×2 +
10, ×3 + 15 ...
3. B) The number should be 63.
+1 × 2, +3 ×
3, +5 × 4, +7 × 5 ...
4. C) The number should be 480.
–45 × 3, –40
× 3, –35 × 3 ...
5. D) The number should be 2420.
+13 × 2, +23 ×
3, +33 × 4 ...
6. E) The Series is +1², +3², +5², +7²
7. B) The
series is (÷2-2), (÷2-2), (÷2-2)
8. E) The Series is
×3 – 1; ×3 –
2; ×3 – 3; ×3 – 4; ×3 – 5
Hence, there
should be 139 in place of 138
9. A) The series is +13, +39, +14, +42, +15
Hence, there
should be 128 in place of 120.
10. C) The series is +42, +62,
+82, +102, +122
Hence, there
should be 759 in place of 789.