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DIRECTIONS for the question: Read the information given below and answer the question that follows.
There are five teams - Paraguay, Qatar, Russia, Spain and Turkey playing in a tournament where each team plays against every other team only once. These are the following possibilities: each match can result in a draw where each team scores two points; or a team can win where it scores three points, while the losing team scores one point.
If Paraguay has won all the matches and Turkey has lost all the matches and all the remaining three teams score equal points, how many points have each of the three remaining teams scored?
  • a)
    5
  • b)
    7
  • c)
    8
  • d)
    6
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
DIRECTIONSfor the question:Read the information given below and answer...
Score of  P= 4 matches × 3 points for all wins = 12.
Score of T = 4 Matches × 1 point for all lost matches = 4,
Score of Q, R, S= Each team has lost 1 match against P & won 1 match against T= 4 Points each.
Now, for Q,R,S, to have equal total score, the remaining matches should result in a draw.
Therefore, Score of Q/R/S= 8
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Most Upvoted Answer
DIRECTIONSfor the question:Read the information given below and answer...
To find the number of points scored by each of the three remaining teams, we need to analyze the given information and apply logical deductions.

Given Information:

- There are five teams - Paraguay, Qatar, Russia, Spain, and Turkey.
- Each team plays against every other team only once.
- Each match can result in a draw where each team scores two points.
- A team can win a match and score three points, while the losing team scores one point.
- Paraguay has won all the matches.
- Turkey has lost all the matches.
- The remaining three teams have scored equal points.

Analysis:

1. Paraguay has won all the matches:
- Paraguay has played against each of the other four teams and has won all the matches.
- Paraguay's total points = 4 matches * 3 points/match = 12 points.

2. Turkey has lost all the matches:
- Turkey has played against each of the other four teams and has lost all the matches.
- Turkey's total points = 4 matches * 1 point/match = 4 points.

3. The remaining three teams have scored equal points:
- Let's assume the total points scored by each of the remaining three teams is 'x'.
- Since each match results in a total of 2 points (2 points for a draw), the total points scored by the remaining three teams can be calculated as follows:
- 3 teams * 4 matches * 2 points/match = 24 points.
- So, 3x = 24 points.
- Therefore, x = 24 points / 3 teams = 8 points per team.

Conclusion:

From the analysis, we can conclude that each of the three remaining teams (Qatar, Russia, and Spain) has scored 8 points each.

Hence, the correct answer is option 'C' - 8 points.
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DIRECTIONSfor the question:Read the information given below and answer the question that follows.There are five teams - Paraguay, Qatar, Russia, Spain and Turkey playing in a tournament where each team plays against every other team only once. These are the following possibilities: each match can result in a draw where each team scores two points; or a team can win where it scores three points, while the losing team scores one point.If Paraguay has won all the matches and Turkey has lost all the matches and all the remaining three teams score equal points, how many points have each of the three remaining teams scored?a)5b)7c)8d)6Correct answer is option 'C'. Can you explain this answer?
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