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In a cooking competition, chefs A, B, C, D, and E are ranked. A is ranked higher

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Question: In a cooking competition, chefs A, B, C, D, and E are ranked. A is ranked higher than B and C, but lower than D. E is ranked lower than A. What is the correct ranking from highest to lowest?

Options:

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

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

Solution: 

The ranking is D > A > B/C > E, making the correct order D, A, B, C, E.

In a cooking competition, chefs A, B, C, D, and E are ranked. A is ranked higher

Practice Questions

Q1
In a cooking competition, chefs A, B, C, D, and E are ranked. A is ranked higher than B and C, but lower than D. E is ranked lower than A. What is the correct ranking from highest to lowest?
  1. D, A, B, C, E
  2. D, A, E, B, C
  3. A, D, B, C, E
  4. E, D, A, B, C

Questions & Step-by-Step Solutions

In a cooking competition, chefs A, B, C, D, and E are ranked. A is ranked higher than B and C, but lower than D. E is ranked lower than A. What is the correct ranking from highest to lowest?
  • Step 1: Identify the relationships between the chefs based on the given information.
  • Step 2: From the statement 'A is ranked higher than B and C', we know A > B and A > C.
  • Step 3: From the statement 'A is ranked lower than D', we know D > A.
  • Step 4: From the statement 'E is ranked lower than A', we know A > E.
  • Step 5: Now we can combine these relationships: D > A > B, C > E.
  • Step 6: Since B and C are not ranked against each other, we can group them as B/C.
  • Step 7: The final ranking from highest to lowest is D, A, B/C, E.
  • Ranking and Order – Understanding how to interpret relative rankings based on given conditions.
  • Logical Deduction – Using logical reasoning to deduce the correct order from the provided information.
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