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      Question

      In the question, assuming the given statements to be

      true, find which of the conclusion (s) among given three conclusions is/are definitely true and then give your answer accordingly. (Note: Statements and Conclusions are coded as given below). In a certain code, 'A $ B' means A is smaller than B. 'A @ B' means A is smaller than equal to B. 'A * B' means A is neither greater nor smaller to B. 'A # B' means A is greater than B. 'A & B' means A is greater than equal to B. Statements: F $ G @ A; C * D $ H @ E; A & I # B # C; E * K # J & L Conclusions: I. D $ A II. K # G III. C * J
      A Only Conclusion I is true Correct Answer Incorrect Answer
      B Only Conclusions I and II are true Correct Answer Incorrect Answer
      C Only Conclusion III is true Correct Answer Incorrect Answer
      D Only Conclusions II and III are true Correct Answer Incorrect Answer
      E None of the conclusions follow Correct Answer Incorrect Answer

      Solution

      Given Equation: F $ G @ A; C * D $ H @ E; A & I # B # C; E * K # J & L After decoding the signs of the given statement, we get, F < G ≀ A; C = D < H ≀ E; A β‰₯ I > B > C; E = K > J β‰₯ L After combining, we get: F < G ≀ A β‰₯ I > B > C = D < H ≀ E = K > J β‰₯ L Conclusions: I. D $ A means D < A: True (As, A β‰₯ I > B > C = D, here A > D) II. K # G means K > G: False (As, G ≀ A β‰₯ I > B > C = D < H ≀ E = K, here the relation between K and G can't be determined) III. C * J means C = J: False (As, C = D < H ≀ E = K > J, here the relation between C and J can't be determined) Therefore, only conclusion I is true.

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