1. 114
115 107 134 70 ?
[Ans:-(3)]
(1) 140 (2)35
(3)195 (4)150 (5) None of these
2. 2
6 33 49 174 210 ?
[Ans:-(1)]
(1) 553 (2) 259 (3) 426 (4) 274
(5) None of these
3. 64
128 92 220 148 404 ?
[Ans:-(4)]
(1) 332 (2) 296 (3) 276 (4) 260 (5) None of these
4.
2 21 138 705 ? [Ans:-(5)]
(1) 2386 (2) 3540
(3) 2820 (4) 3236 (5) None of these
5. 9
? 20
31 51 82
133 [Ans:-(5)]
(1) 13 (2) 18
(3) 12 (4) 15 (5) None of thee
Solution:
+13 -23 +33 -43 +53
1) 114
115 107 134 70
? [? = 195 Ans.]
+22 +33 +42 +53 +62 +73
2) 2
6 33
49
174 210 ?
[? = 553 Ans.]
+64
-36 +128 -72 +256 -144
3) 64
128 92
220
148 404 ?
[? = 260 Ans.]
×7 + 7×1 ×6 + 6×2
×5 + 5×3
×4 + 4×4
4) 2
21
138
705
?
[? = 2836 Ans.]
(9+?=20) (?+20=31) (20+31=51) (31+51=81)
(51+82=133)
5) 9
? 20 31
51 82
133
[? = 11 Ans.]
Detailed Explanation:
1) This is an ups and downs series.
Changes are respectively +1, -8, +27, -+64, -125, and so on. That is, + 13,
- 23, +33, -43, +53 and so on. So,
no. at the question mark will be 70 + 125 = 195 Ans.
2) The changes are respectively
+4, +27, +16, +125, +36, +343 and so on. That is, +22, +33,
+42, +53, +62, +73 and so on. So,
no. at the question mark will be 210 + 343 = 553 Ans.
3) Here, the changes are
respectively +64, -36, +128, -72, +256, -144 and so on. Relation exist between the
changes at the odd places as +64, +128, +256,….. and at the even places as -36,
-72, -144,…… So, no. at the question mark will be 404 - 144 = 260 Ans.
4) In this series, the slop is as ×7,
×6, ×5, ×4, ×3, ×2, ×1. Also, 7, 12, 15, 16,….. are added that can be written
as 7×1, 6×2, 5×3, 4×4, 3×5, 2×6, 1×7. Here, the numbers of the products are
complimentary with respect to 8, that means, the sum is 8.
7+1=8, 6+2=8, 5+3=8,
4+4=8, 3+5=8, 2+6=8, 1+7=8. So, no. at the question mark will be 705 ×4
+ 4 ×4 = 2836
Ans.
5) In this series, any number in
the series is just the sum of its previous two numbers. As for example, (9+?=20),
(?+20=31), (20+31=51), (31+51=81), (51+82=133). So, no. at the question mark 11
Ans.
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