Question:
Among five objects, S is twice as heavy as Q. P is one and a half times as heavy as R, which is twice as heavy as T. T is half as heavy as Q. Which is the heaviest of all the five objects?
Among five objects, S is twice as heavy as Q. P is one and a half times as heavy as R, which is twice as heavy as T. T is half as heavy as Q. Which is the heaviest of all the five objects?
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Convert relationships to algebraic expressions using variables, then compare final values to identify maximum/minimum.
Updated On: Apr 23, 2025
- R
- S
- Q
- P
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The Correct Option is A
Solution and Explanation
Let T = x
⇒ R = 2x \quad ⇒ P = 1.5 × 2x = 3x
T is half of Q ⇒ Q = 2x \quad ⇒ S = 2 × 2x = 4x Weights: - T = x, Q = 2x, S = 4x, R = 2x, P = 3x ⇒ S is the heaviest. Correct Answer: (2) S
T is half of Q ⇒ Q = 2x \quad ⇒ S = 2 × 2x = 4x Weights: - T = x, Q = 2x, S = 4x, R = 2x, P = 3x ⇒ S is the heaviest. Correct Answer: (2) S
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