Question
If box R has 8 shirts and box P has 4 times the number
of shirts of box R then what is the possible number of shirts in box T? Answer the questions based on the information given below. There are six boxes P, Q, R, S, T and U each having a different number of shirts. S has more shirts than only 2 boxes. P has more shirts than T but less shirts than U. P has more shirts than R but less shirts than Q. T is not the box which has lowest number of shirts. Q does not have odd number of shirts. The box which has second highest number of shirts has 42 shirts.Solution
S has more shirts than only 2 boxes. _ > _ > _ > S > _ > _ P has more shirts than T but less shirts than U. P has more shirts than R but less shirts than Q. T is not the box which has lowest number of shirts. _ > _ > P > S > T > R Q does not have odd number of shirts. The box which has second highest number of shirts has 45 shirts. So, Q must have highest number shirts and U must have 45 shirts. Q > U (45) > P > S > T > R The possible number of shirts in box P is 37.
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