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In this type of questions, certain pairs/groups of numbers are given out of which all except one are similar in some manner while one is different. The numbers in these similar pairs/groups may have the same property or may be related to each other according to the same rule. The candidate is required to choose the odd pair/group.
Select the one which is different from the other three responses.
  • a)
    (108, 36)
  • b)
    (56, 19)
  • c)
    (42, 14)
  • d)
    (69, 23)
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
In this type of questions, certain pairs/groups of numbers are given ...
Except the pair (56, 19), in all other pairs the first number is thrice the second number.
108 = 36 × 3, 42 = 14 × 3, 69 = 23 × 3
But 56 = 19 × 3 - 1.
Hence, option B is correct.
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Most Upvoted Answer
In this type of questions, certain pairs/groups of numbers are given ...
Explanation:

To solve this question, we need to identify the pattern or relationship between the numbers in each pair/group and then determine which one does not fit the pattern. Let's analyze each option:

a) (108, 36): The numbers in this pair are both divisible by 36. 108 divided by 36 equals 3, and 36 divided by 36 equals 1. Therefore, this pair follows the pattern.

b) (56, 19): The numbers in this pair do not have an obvious pattern or relationship. 56 is not divisible by 19 and vice versa. Therefore, this pair does not follow the pattern.

c) (42, 14): The numbers in this pair are both divisible by 14. 42 divided by 14 equals 3, and 14 divided by 14 equals 1. Therefore, this pair follows the pattern.

d) (69, 23): The numbers in this pair are both divisible by 23. 69 divided by 23 equals 3, and 23 divided by 23 equals 1. Therefore, this pair follows the pattern.

Conclusion:

Out of the given options, option b) (56, 19) is the odd pair as it does not follow any clear pattern or relationship. The other pairs all have a common factor or are divisible by one of the numbers in the pair.
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