Question : Directions: The weight of P is twice that of Q. The weight of Q is half that of R. The weight of R is 3 times of T. The weight of T is half that of S. The weight of T is greater than the weight of how many people among P, Q, R, and S?
Option 1: 1
Option 2: 0
Option 3: 3
Option 4: 4
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Correct Answer: 0
Solution : Given: The weight of P is twice that of Q, i.e., P = 2Q The weight of Q is half that of R, i.e., R = 2Q The weight of R is 3 times T, i.e., R = 3T The weight of T is half that of S, i.e., S = 2T
By concluding all the given information, we have – P = R > S > Q > T
Therefore, it is clear that the weight of T is not more than any of P, Q, R, or S. Hence, the second option is correct.
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Question : Directions: The weight of P is twice that of Q. The weight of Q is half that of R. The weight of R is 3 times that of T. The weight of T is half that of S. The weight of Q is greater than the weight of how many people among P, R, S, and T?
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