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In the following question, four groups of three numbers are given. In each group the first and second number are related to the third 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)(38, 51, 18)
- b)(30, 39, 14)
- c)(35, 60, 19)
- d)(44, 60, 21)
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
In the following question, four groups of three numbers are given. In ...
The logic followed here is,
First number = (Third number × 2) + 2;
Second number = (Third number × 3) - 3;
1) 38, 51, 18 → (18 × 2 + 2), (18 × 3 - 3), 18;
2) 30, 39, 14 → (14 × 2 + 2), (14 × 3 - 3), 14;
3) 35, 60, 19 → (19 × 2 + 2 = 40 ≠ 35), (19 × 3 - 3 = 54 ≠ 60), 19
4) 44, 60, 21 → (21 × 2 + 2), (21 × 3 - 3), 21
Hence, (35, 60, 19) is the odd one out.
Most Upvoted Answer
In the following question, four groups of three numbers are given. In ...
Odd One Out - Logic/Rule/Relation
The given question presents four groups of three numbers, and we are required to identify the odd one out based on the logic, rule, or relation between the first two numbers and the third number in each group.
Group A: (38, 51, 18)
The logic/relationship between the first two numbers (38 and 51) and the third number (18) in this group is unclear at first glance.
Group B: (30, 39, 14)
In this group, the logic/relationship can be observed by subtracting the first number (30) from the second number (39), which results in 9. Similarly, subtracting 9 from the second number (39) gives the third number (30).
Group C: (35, 60, 19)
The logic/relationship in this group is not immediately evident. However, we can observe that the first number (35) is multiplied by 2 and then increased by 5 to obtain the second number (60). Additionally, the second number (60) is subtracted by 41 to yield the third number (19).
Group D: (44, 60, 21)
In this group, the logic/relationship is not immediately clear. However, we can observe that the first number (44) is multiplied by 1.5 and then rounded down to the nearest whole number to obtain the second number (60). Additionally, the second number (60) is subtracted by 39 to yield the third number (21).
Identifying the Odd One Out
After analyzing the logic/relationship in each group, we can conclude that:
- Group B follows a clear rule of subtracting a constant value from the second number to obtain the third number.
- Group C follows a rule of multiplying the first number by 2, adding 5, and then subtracting a constant value from the second number to obtain the third number.
- Group D follows a rule of multiplying the first number by 1.5 (rounded down), and then subtracting a constant value from the second number to obtain the third number.
Thus, the odd one out is Group A (38, 51, 18) as it does not follow any clear or consistent logic/relationship between the first two numbers and the third number.
The given question presents four groups of three numbers, and we are required to identify the odd one out based on the logic, rule, or relation between the first two numbers and the third number in each group.
Group A: (38, 51, 18)
The logic/relationship between the first two numbers (38 and 51) and the third number (18) in this group is unclear at first glance.
Group B: (30, 39, 14)
In this group, the logic/relationship can be observed by subtracting the first number (30) from the second number (39), which results in 9. Similarly, subtracting 9 from the second number (39) gives the third number (30).
Group C: (35, 60, 19)
The logic/relationship in this group is not immediately evident. However, we can observe that the first number (35) is multiplied by 2 and then increased by 5 to obtain the second number (60). Additionally, the second number (60) is subtracted by 41 to yield the third number (19).
Group D: (44, 60, 21)
In this group, the logic/relationship is not immediately clear. However, we can observe that the first number (44) is multiplied by 1.5 and then rounded down to the nearest whole number to obtain the second number (60). Additionally, the second number (60) is subtracted by 39 to yield the third number (21).
Identifying the Odd One Out
After analyzing the logic/relationship in each group, we can conclude that:
- Group B follows a clear rule of subtracting a constant value from the second number to obtain the third number.
- Group C follows a rule of multiplying the first number by 2, adding 5, and then subtracting a constant value from the second number to obtain the third number.
- Group D follows a rule of multiplying the first number by 1.5 (rounded down), and then subtracting a constant value from the second number to obtain the third number.
Thus, the odd one out is Group A (38, 51, 18) as it does not follow any clear or consistent logic/relationship between the first two numbers and the third number.
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In the following question, four groups of three numbers are given. In each group the first and second number are related to the third 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)(38, 51, 18)b)(30, 39, 14)c)(35, 60, 19)d)(44, 60, 21)Correct answer is option 'C'. Can you explain this answer?
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