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Reasoning - Analytical Reasoning:

Seating Arrangement

MCQ - 116-750

Four teams (red, blue, green and yellow) participate in the Junior Olympics, in which there are five event. In each event participants place either 1st, 2nd, 3rd,4th, or 5th. First place is awarded a gold medal, 2nd place is awarded a silver medal and 3rd place is awarded a bronze medal. There are no ties and each team enters one contestant in each even. All contestants finish each even.
The results of the Junior Olympics are:
No team wins gold medals in two consecutive events.
No team fails to win a medal within two consecutive events.
The Blue team wins only two medals, neither of them gold
The Red team wins only three gold medals.

Question:

If the green team wins only one gold medal, then which must be true?

  1. the yellow team wins two gold medals
  2. the red team wins only two bronze medals
  3. the yellow team wins only one gold medal
  4. the red team wins only two bronze medals
  5. the green team wins only bronze medals

Correct Answer: C

Explanation:


Since the red team wins only 3 gold medals, it must win gold medals in events 1,3, and 5, since no team wins gold medals in consecutive events. Also, not that since blue wins only two medals (neither of them gold), it must have won medals in events 2 and 4, so that it did not fail to win a medal within two consecutive events. Be aware then that green and yellow, therefore, must each have won medals in all five events.
if the green team wins only one gold medal, there remains only one gold medal, which yellow team must win.

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424 MCQ for effective preparation of the test of Seating Arrangement of Analytical Reasoning section.

Read the MCQ statement: If the green team wins only one gold medal, then which must be true? , keenly and apply the method you have learn through the video lessons for Seating Arrangement to give the answer. Record your answer and check its correct answer and video explanation for MCQ No. 116-750.

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