Among five iron balls P, Q, R, S and T, the weight of Q is 5 kg, which is double the weight of P. The weight of S is half the
weight of T. The weight of R is equal to the weight of P and Q taken together. The weight of T is four times the weight of R.
What is the weight of S?
This questions was previously asked in
SSC MTS 6th October 2021 Shift-2
Explanation:
- Weight of Q is 5 kg.
- Weight of P is half of Q. Therefore, P = 2.5 kg.
- Weight of R is equal to P + Q, which means R = 2.5 kg + 5 kg = 7.5 kg.
- Weight of T is four times the weight of R, so T = 4 * 7.5 kg = 30 kg.
- Weight of S is half the weight of T, which means S = 30 kg / 2 = 15 kg.
- Option 3: 15 kg is correct.
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