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X and Y Are Siblings. X and Y Do Not Quarrel. Siblings Are Known to Quarrel Often. X and Y Quarrel Often. All Those Who Quarrel Are Siblings. X and Y Cannot Be Siblings. -

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Question

The question contains six statements followed by four sets of combinations of three. Choose the set, which gives the most logical triad. i.e. the third statement mentioned should be a conclusion drawn from the first two statements.

  1. X and Y are siblings.
  2. X and Y do not quarrel.
  3. Siblings are known to quarrel often.
  4. X and Y quarrel often.
  5. All those who quarrel are siblings.
  6. X and Y cannot be siblings.

Options

  • II, IV, V

  • I, IV, VI

  • I, III, IV

  • I, II, V

MCQ

Solution

I, III, IV are logically related.
‘If X and Y are siblings’ and ‘Siblings are known to quarrel often’, thus ‘X and Y quarrel often’ is logically correct.

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Analytical and Logical Reseasoning
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