The table shows information about nine professional sports teams.

Question

Team 
 Annual Budget (millions of €) 
 League 
 Games Played 
 Stadium Capacity 
 Average Attendance per Game 
 
  1 
 160 
 X 
 42 
 58,000 
 51,000 
 
  2 
 90 
 Y 
 36 
 38,000 
 29,000 
 
  3 
 125 
 X 
 40 
 48,000 
 41,000 
 
  4 
 70 
 Z 
 34 
 32,000 
 19,000 
 
  5 
 140 
 X 
 38 
 52,000 
 45,000 
 
  6 
 55 
 Y 
 30 
 25,000 
 14,000 
 
  7 
 80 
 Z 
 32 
 28,000 
 17,000 
 
  8 
 200 
 X 
 44 
 65,000 
 59,000 
 
  9 
 100 
 Y 
 38 
 40,000 
 33,000

For each of the following statements, select  Yes  if the statement accurately reflects the information in the table. Otherwise, select  No .

Bunuel · Accepted Answer

• A team with the median number of games played also had the median stadium capacity.

The median is the middle value, so the fifth largest in games played and the fifth largest in stadium capacity. The fifth largest number of games is 38 and the fifth largest stadium capacity is 40,000. Team 9 has both 38 games and a 40,000 capacity, so the condition is satisfied.

Answer:  Yes

• Exactly three teams simultaneously had games played above the overall median and average attendance above the overall median.

The median number of games is 38 and the median attendance is 33,000. Teams with more than 38 games and more than 33,000 attendance are Teams 1, 3, and 8. That makes three teams.

Answer:  Yes

• The team with the lowest annual budget also has the lowest ratio of average attendance to stadium capacity.

The lowest budget belongs to Team 6. Its attendance to capacity ratio is 14,000 divided by 25,000, which is about 0.56, slightly more than half. All other teams have noticeably higher ratios, so Team 6 has the lowest.

Answer:  Yes

I29-61

Shreyaarora · Answer

all 3 are true.
1. median number of games for 9 teams would be the 5th team from the start, hence sort it on games & you get team 9-> 38 Similarly, if you do it for stadium capacity- you get team 9 again. so-> first statement is true. 
2. sort it on games played-> value is 38. this remains the same, but only teams 1,3 & 8 are bigger than 38. similarly, you sort it on attendance & you see that in the highest 4 you get 1,3,8. so this is also true.
3. lowest annual budget is for team 6. & that's also the team with the lowest stadium capacity. if you see clearly, that's the only one with attendance just above 50% rest are around 60-90%. can do it by elimination without even calculating.

Aryaa25 · Answer

1) Yes
2)Yes
3)Yes

AbhishekP220108 · Answer

1. A team with the median number of games played also had the median stadium capacity.

Sorting the column of games played, we get median games played as 38 accordingly; sorting the column of stadium capacity, it showed median value as 40000. Team 9 has both 38 games and capacity as 40000,Hence, yes.

2. Exactly three teams simultaneously had games played above the overall median and average attendance above the overall median.

Sorting for 1st statement we got the median number of games as 38 and after sorting column of attendance,the median attendance is 33,000. Teams 1, 3, and 8are the Teams with more than 38 games and more than 33,000 attendance. Hence, yes

3. The team with the lowest annual budget also has the lowest ratio of average attendance to stadium capacity.

Team 6 has the lowest budget. The Ratio of its attendance to capacity is 14,000 divided by 25,000, which is around 0.56 and looking at the numbers of all other teams, the ratio appears higher than team 6. Hence, yes.

gullyboy09 · Answer

Hi  Bunuel , but the Team 5 has also played median number of games but have different stadium capacity. Shouldn't it be false then?

Bunuel · Answer

The statement says “a team,” meaning at least one such team, not every such team.

Team 5 does not satisfy both conditions, but Team 9 does. Therefore, the statement is still true.

The table shows information about nine professional sports teams.

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Team	Annual Budget (millions of €)	League	Games Played	Stadium Capacity	Average Attendance per Game
1	160	X	42	58,000	51,000
2	90	Y	36	38,000	29,000
3	125	X	40	48,000	41,000
4	70	Z	34	32,000	19,000
5	140	X	38	52,000	45,000
6	55	Y	30	25,000	14,000
7	80	Z	32	28,000	17,000
8	200	X	44	65,000	59,000
9	100	Y	38	40,000	33,000

Yes	No
		A team with the median number of games played also had the median stadium capacity.
		Exactly three teams simultaneously had games played above the overall median and average attendance above the overall median.
		The team with the lowest annual budget also has the lowest ratio of average attendance to stadium capacity.

GMAT Graphs and Tables (G&T) Questions

The table shows information about nine professional sports teams.

Prep Toolkit

615 to 715 in 15 Days (Ria's Strategies)

More than Quant/Verbal Abilities: Speed vs. Accuracy

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My Rewards