Option C Series Pattern Given Series 188 188 188 + (9)2 = 269 269 269 + (8)2 = 333 333 333 + (7)2 = 382 382 382 + (6)2 = 418 418 418 + (5)2 = 443 443 ✓
Hence, option (C) is correct.
420, 462, 506, 552, 600, ?
725
800
350
650
675
Option D 20*21=420 21*22=462 22*23=506 23*24=552 24*25=600 25*26=650 Hence, option (D) is correct.
40 44 97 307 1253 ?
6301
6201
6401
6403
6501
Option A Correct Option: A The series is × 1 + 2*2, × 2 + 3*3, × 3 + 4*4, × 4 + 5*5, × 5 + 6*6, × 6 + 7*7
129 163 202 246 ? 349
265
285
295
275
None of these
Option C Correct Option: C The series is + (5 × 7) – 1, + (5 × 8) – 1, + (5 × 9) – 1, + (5 × 10) – 1, + (5 × 11) – 1, ....
3 13 39 89 ? 293
172
171
174
181
183
Option B Series Pattern Given Series 3 3 3 + (32 + 1) = 13 13 13 + (52 + 1) = 39 39 39 + (72 + 1) = 89 89 89 + (92 + 1) = 171 171 ✓ 171 + (112 + 1) = 293 293 Hence, option B is correct.
3, 2, 3, 6, ?, 37.5, 115.5
11
14
16
18
none of these
Option B Correct Option: B The series is ×0.5+0.5, ×1+1, ×1.5+1.5, *2+2, *2.5+2.5....
567 126 36 14.4 9.6 ?
16.5
17.9
18.1
12.6
none of these
Option E Correct Option: E Series Pattern Series 567 567 567 ÷ 4.5 126 126 ÷ 3.5 36 36 ÷ 2.5 14.4 14.4 ÷ 1.5 9.6 9.6 ÷ .5 19.2 ✓
441 428 407 370 ? 168
288
291
301
311
245
Option C Correct Option: C Series I : 441 428 407 370 ? 168 Sereis II : –13 –21 –37 ? ? Series III : 8 16 32 ? Series IV ×2 ×2 ×2 Clearly, the pattern in series IV is multiplication of 2.
So, the missing term in series III = 32 × 2 = 64
∴ missing term in series II = – 37 – 32 = – 69, – 69 – 64 = – 133 ∴ missing term in series I = 370 – 69 = 301
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