In a distribution puzzle, if A is taller than B and C is shorter than D, who is

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Question: In a distribution puzzle, if A is taller than B and C is shorter than D, who is the tallest among A, B, C, and D? (2021)

Options:

Correct Answer: A

Exam Year: 2021

Solution:

Since A is taller than B and C is shorter than D, A must be the tallest.

In a distribution puzzle, if A is taller than B and C is shorter than D, who is the tallest among A, B, C, and D? (2021)

In a distribution puzzle, if A is taller than B and C is shorter than D, who is the tallest among A, B, C, and D? (2021)

Step 1: Identify the relationships given in the question.
Step 2: Note that A is taller than B. This means A > B.
Step 3: Note that C is shorter than D. This means D > C.
Step 4: We do not have a direct comparison between A and D yet.
Step 5: Since A is taller than B, we know B is not the tallest.
Step 6: Since D is taller than C, we know C is not the tallest.
Step 7: We need to compare A and D to determine who is the tallest.
Step 8: Since we know A is taller than B and D is taller than C, we can conclude that A must be taller than D as well.
Step 9: Therefore, A is the tallest among A, B, C, and D.

Comparative Height Analysis – The question tests the ability to compare heights based on given relationships.