In series 1, only one number is wrong. If the wrong number is corrected, the series gets established following a certain logic. Complete series 2 with same logic and answer the given question.
| Series 1: | 2 | 14 | 18 | 46 | 82 | 176 | 338 |
| Series 2: | 4 | a | b | c | d | e | f |
What will come in place of (e) ?
Explanation
The given number series 1 follows the logic,
⇒ 2×2+10= 14
⇒ 14×2-10= 18
⇒ 18×2+10= 46
⇒ 46×2-10= 82
⇒ 82×2+10= 174
⇒ 174×2-10= 338
Similarly, series 2
(a)⇒ 4×2+10= 18
(b)⇒ 18×2-10= 26
(c)⇒ 26×2+10= 62
(d)⇒ 62×2-10= 114
(e)⇒ 114×2+10= 238
(f)⇒ 238×2-10= 466
Hence, Option A is correct.
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