Each of the six friends P, Q, R, S, T and U has different weight. R is heavier than T but lighters than U. Q is lighter than P only. T is not the lightest. T weighs 50kg. The one who is third heaviest is 63kg Whose weight possibly be 49kg
Question
Each of the six friends P, Q, R, S, T and U has different weight. R is heavier than T but lighters than U. Q is lighter than P only. T is not the lightest. T weighs 50kg. The one who is third heaviest is 63kg Whose weight possibly be 49kg
Solution
Based on the given information, let's analyze the weight of each friend step by step:
-
R is heavier than T but lighter than U.
- This means that R > T and R < U.
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Q is lighter than P only.
- This implies that Q < P.
-
T weighs 50kg.
- This is a given fact.
-
The one who is third heaviest weighs 63kg.
- Let's call this person X.
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Whose weight could possibly be 49kg?
- We need to find a friend whose weight could be 49kg based on the given information.
Now, let's consider the possibilities:
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Since T weighs 50kg and is not the lightest, it means that T is not X (the third heaviest). Therefore, T cannot weigh 49kg.
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R is heavier than T but lighter than U. Since T weighs 50kg, it means that R > 50kg. Therefore, R cannot weigh 49kg.
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Q is lighter than P only. Since Q < P, it means that Q cannot weigh 49kg because P would have to weigh more than 49kg.
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U's weight is not mentioned in relation to 49kg, so we cannot determine if U weighs 49kg or not.
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Based on the given information, the only friend left is S. Since S's weight is not mentioned in relation to 49kg, it is possible that S weighs 49kg.
Therefore, the weight that could possibly be 49kg is S.
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