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Five friends are ranked based on their scores in a quiz: P, Q, R, S, and T. If P

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Question: Five friends are ranked based on their scores in a quiz: P, Q, R, S, and T. If P is ranked higher than Q but lower than R, and S is ranked lower than T but higher than Q, who is ranked second? (2023)

Options:

  1. P
  2. Q
  3. R
  4. S

Correct Answer: P

Exam Year: 2023

Solution: 

The ranking can be deduced as R > P > Q and T > S > Q. Thus, the order is R > P > S > Q > T, making P the second.

Five friends are ranked based on their scores in a quiz: P, Q, R, S, and T. If P

Practice Questions

Q1
Five friends are ranked based on their scores in a quiz: P, Q, R, S, and T. If P is ranked higher than Q but lower than R, and S is ranked lower than T but higher than Q, who is ranked second? (2023)
  1. P
  2. Q
  3. R
  4. S

Questions & Step-by-Step Solutions

Five friends are ranked based on their scores in a quiz: P, Q, R, S, and T. If P is ranked higher than Q but lower than R, and S is ranked lower than T but higher than Q, who is ranked second? (2023)
  • Step 1: Understand the rankings given in the question.
  • Step 2: From the first part, we know that P is ranked higher than Q but lower than R. This means R > P > Q.
  • Step 3: From the second part, we know that S is ranked lower than T but higher than Q. This means T > S > Q.
  • Step 4: Now we combine the two pieces of information: R > P > Q and T > S > Q.
  • Step 5: Since S is higher than Q and lower than T, we can place S in the ranking: R > P > S > Q.
  • Step 6: Now we need to place T in the ranking. Since T is higher than S, we can place T at the top: T > S > Q.
  • Step 7: The complete ranking now looks like: R > P > S > Q and T is higher than S, so the final order is R > T > S > P > Q.
  • Step 8: Identify the second rank in the final order. The second rank is P.
  • Ranking and Order – Understanding how to deduce relative rankings based on given conditions.
  • Logical Reasoning – Applying logical reasoning to interpret relationships between different entities.
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