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In each of the following questions, choose that set of numbers from the four alternative sets, that is similar to the given set.
Q. Given set : (91, 77, 143)
  • a)
    (109, 99, 119)
  • b)
    (117, 63, 187)
  • c)
    (119, 99, 187)
  • d)
    (169, 121, 127)
Correct answer is 'C'. Can you explain this answer?
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Most Upvoted Answer
In each of the following questions, choose that set of numbers from th...
Explanation:

  • We need to find a set of numbers that is similar to (91, 77, 143).

  • Let's check each option:

  • Option A: (109, 99, 119)


    • There is no clear pattern between the numbers in this set.

    • The sum of the numbers is 327, which is not similar to the sum of the numbers in the given set (311).

    • Therefore, option A is not the answer.


  • Option B: (117, 63, 187)


    • There is no clear pattern between the numbers in this set.

    • The sum of the numbers is 367, which is not similar to the sum of the numbers in the given set (311).

    • Therefore, option B is not the answer.


  • Option C: (119, 99, 187)


    • The difference between the first two numbers is 20, which is the same as the difference between the first two numbers in the given set.

    • The difference between the last two numbers is 88, which is the same as the difference between the last two numbers in the given set.

    • The sum of the numbers is 405, which is close to the sum of the numbers in the given set (311).

    • Therefore, option C is the answer.


  • Option D: (169, 121, 127)


    • There is no clear pattern between the numbers in this set.

    • The sum of the numbers is 417, which is not similar to the sum of the numbers in the given set (311).

    • Therefore, option D is not the answer.



Therefore, the correct answer is option C.
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Community Answer
In each of the following questions, choose that set of numbers from th...
Here option a and d can be eliminated as these are the only two options which contain a prime no.(109 and 127 resp) where as the reference set does not contain any prime number. So we have to choose b/w b and c

reference set can be analysed as follows;
91= 7 × 13
77= 11 × 7
143= 13 × 11

except these, it does not have other multiples.
And also, here the first number have a common multiple with other two numbers
(e.g 91 & 77 has 7 in common and 91 & 143 have 13 in common)

if we go for option c then
119= 17 × 7
63 = 9 × 7
187= 11 × 17
(119 & 63 have 7 in common and 119 &187 have 17 in common)

So I guess this should be reasonable. However there may be other ways.
Hope it helps!
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In each of the following questions, choose that set of numbers from the four alternative sets, that is similar to the given set.Q. Given set : (91, 77, 143)a)(109, 99, 119)b)(117, 63, 187)c)(119, 99, 187)d)(169, 121, 127)Correct answer is 'C'. Can you explain this answer?
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