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      Question

      Answer the questions based on the information given

      below. A % B means A is smaller than B A @ B means A is not smaller than B A # B means A is not greater than B A * B means A is greater than B A & B means A is neither greater nor smaller than B In the following question the relationship between different elements is given in the statements followed by three conclusions I, II and III. Read the statements carefully and mark your answer accordingly. Statements: S & N @ Z & E * H, E # T % P & W # L Conclusions: I. W * N II. P # S III. L * Z
      A Only conclusion I is true Correct Answer Incorrect Answer
      B Either conclusion I or II and conclusion III is true Correct Answer Incorrect Answer
      C Only conclusion II is true Correct Answer Incorrect Answer
      D Only conclusions I and III are true Correct Answer Incorrect Answer
      E All of the above conclusions are true Correct Answer Incorrect Answer

      Solution

      Given statements: S & N @ Z & E * H, E # T % P & W # L After decoding the code, we get: S = N ≥ Z = E > H, E ≤ T < P = W ≤ L On combing the above statements, we get: S = N ≥ Z = E > H, S = N ≥ Z = E ≤ T < P = W ≤ L Conclusions: I. W > N: False (As, N ≥ Z = E ≤ T < P = W, here relation between W and N can't be determined) II. P ≤ S: False (As, S = N ≥ Z = E ≤ T < P, here relation between P and S can't be determined) III. L > Z: True (As, Z = E ≤ T < P = W ≤ L, here L > Z) Since, conclusion I and II form complimentary pairs. Therefore, either conclusion I or II is true. So, either conclusion I or II and conclusion III is true.

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