In the following question, four groups of three numbers are given. In each group the second and third number are related to the first number by a Logic/Rule/Relation. Three are similar on basis of same Logic/Rule/Relation. Select the odd one out from the given alternatives.
- A(63, 74, 85)
- B(97, 108, 119)
- C(92, 103, 116)
- D(74, 85, 96)
Solution & Step-by-step Explanation
Let's examine the common difference pattern within each triplet group:
Option A: (63,74,85)→74−63=11 and 85−74=11 (Pattern: +11,+11)
Option B: (97,108,119)→108−97=11 and 119−108=11 (Pattern: +11,+11)
Option C: (92,103,116)→103−92=11 and 116−103=13 (Pattern: +11,+13)
Option D: (74,85,96)→85−74=11 and 96−85=11 (Pattern: +11,+11)
Option C stands out as it doesn't adhere to the uniform +11,+11 rule.
Option A: (63,74,85)→74−63=11 and 85−74=11 (Pattern: +11,+11)
Option B: (97,108,119)→108−97=11 and 119−108=11 (Pattern: +11,+11)
Option C: (92,103,116)→103−92=11 and 116−103=13 (Pattern: +11,+13)
Option D: (74,85,96)→85−74=11 and 96−85=11 (Pattern: +11,+11)
Option C stands out as it doesn't adhere to the uniform +11,+11 rule.