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      Question

      In the following question, a relationship between

      different elements is shown in the statement followed by two conclusions (I) and (II). Assuming the statement to be true, decide which of the conclusions is/are definitely true? Statement: K ≥ X < Y ≤ Z = N ≤ P Conclusions: (I) N < X (II) X < P
      A Only conclusion (II) is true Correct Answer Incorrect Answer
      B Both conclusions (I) and (II) are true Correct Answer Incorrect Answer
      C Neither conclusion (I) nor conclusion (I) nor concision (II) is true Correct Answer Incorrect Answer
      D Only conclusion (I) is true Correct Answer Incorrect Answer

      Solution

      Combined statement = K ≥ X < Y ≤ Z = N ≤ P K ≥ X < Y ≤ Z = N ≤ P                N > X. Hence conclusion I is not true. K ≥ X <  Y ≤ Z = N ≤ P              P > X. Hence conclusion II is true.

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