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In a debate competition, the speakers A, B, C, D, and E are ranked based on thei

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Question: In a debate competition, the speakers A, B, C, D, and E are ranked based on their performance. A is ranked higher than B but lower than C. D is ranked lower than E but higher than A. What is the correct order from highest to lowest rank?

Options:

  1. C, A, B, D, E
  2. C, E, D, A, B
  3. E, C, A, D, B
  4. C, E, D, B, A

Correct Answer: C, E, D, A, B

Solution: 

The order is C > A > B and E > D > A. Thus, the correct order is C, E, D, A, B.

In a debate competition, the speakers A, B, C, D, and E are ranked based on thei

Practice Questions

Q1
In a debate competition, the speakers A, B, C, D, and E are ranked based on their performance. A is ranked higher than B but lower than C. D is ranked lower than E but higher than A. What is the correct order from highest to lowest rank?
  1. C, A, B, D, E
  2. C, E, D, A, B
  3. E, C, A, D, B
  4. C, E, D, B, A

Questions & Step-by-Step Solutions

In a debate competition, the speakers A, B, C, D, and E are ranked based on their performance. A is ranked higher than B but lower than C. D is ranked lower than E but higher than A. What is the correct order from highest to lowest rank?
  • Step 1: Identify the rankings from the statements given. A is ranked higher than B but lower than C, which means C > A > B.
  • Step 2: Next, analyze the second part. D is ranked lower than E but higher than A, which means E > D > A.
  • Step 3: Combine the two sets of rankings. From Step 1, we have C > A > B, and from Step 2, we have E > D > A.
  • Step 4: Since A is common in both rankings, we can place it in the correct order. We know E is higher than D, and D is higher than A.
  • Step 5: Now, we can combine everything: C is the highest, followed by E, then D, then A, and finally B. So the final order is C, E, D, A, B.
  • Ranking and Order – Understanding how to compare and order items based on given relationships.
  • Logical Deduction – Using provided information to deduce the correct sequence of rankings.
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