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DI problem based on Tables

Venkatesan S
IIM Bangalore Alumni | Cleared CAT 2015 | Cleared IIM B, C, L, K & I

U
AG
Sir in the question no 4 Right answer is option D which is sampling distribution tend to be normal in shape, in the beginign of the question and at the time of explainging you rightly said that is Normal, but at the last moment you said option C
Talvir Singh
2 years ago
it's wrongly said.. answer is option D
AG
Anoop Gahlawat
2 years ago
Ji Sir.. I know
1. DATA INTERPRETATION Video 17 Tables Venkatesan S IIMB Alumni

2. Coach Ravi sat with the score cards of his players in the last 3 ODI games where the same squad was retained and the team was all out in all 3 ODIs. Ravi summarized the batting performance through a table, one column for each game. In each column, the three entries provide the number of runs scored by the three top scores from India. The last row in the table denotes the percentage of the total score that was scored by the top three Indian scorers in that game. No two players score the same number of runs in the same game. Ravi also calculated two batting indices for each player based on his scores in the tournaments; the R-index of a batsman is the difference between his highest and lowest scores in the 3 games while the M-index is the middle number, if his scores are arranged in an ascending order.

3. Match 3 87 Match2 Player Dhawan Kohli Pandya Pant Rahul Percentage Match 1 40 130 28 51 75 49 75% 50 80% 90%

4. For how many Indian players is it possible to calculate the exact M-index? (2) 1 (3) 2 (4) More than 2

5. Among the players mentioned, who can have the lowest R-index from the tournament? (1) Only Pandya, Rahul or Dhawan (2) Only Pandya or Rahul (3) Only Pandya or Dhawan (4) Only Pandya

6. How many players among those listed definitely scored less than Dhawan in the tournament? (2) 1 (3) 2 (4) More than 2

7. Which of the players had the best M-index from the tournament? (1) Rahul (2) Saurav (3) Kohli (4) Dhawan

8. Coach Ravi sat with the score cards of his players in the last 3 ODI games where the same squad was retained and the team was all out in all 3 ODIs. Ravi summarized the batting performance through a table, one column for each game. In each column, the three entries provide the number of runs scored by the three top scores from India. The last row in the table denotes the percentage of the total score that was scored by the top three Indian scorers in that game. No two players score the same number of runs in the same game. Ravi also calculated two batting indices for each player based on his scores in the tournaments; the R-index of a batsman is the difference between his highest and lowest scores in the 3 games while the M-index is the middle number, if his scores are arranged in an ascending order.

9. Match 3 87 Player Dhawan Kohli Pandya Pant Rahul Percentage Top 3 Total Total Remaining Match 1 40 130 28 Match2 51 75 49 75% 175 250 75 50 90% 198 220 80% 192 240 48

10. Match 3 87 Match2 Player Dhawan Kohli Pandya Pant Rahul Percentage Top 3 Total Total Remaining Match 1 40 130 28 <22 <22 90% 198 220 51 75 49 75% 175 250 75 50 80% 192 240 48

11. For how many Indian players is it possible to calculate the exact M-index? (2) 1 (3) 2 (4) More than 2 Player M 1 M 3 Index Dhawan 40 Kohli 249 130 <49 87 248 248 50 Pandya 28 51 Pant Rahul Remainin 22 9 <22 75 <22 49 75 50 49 48

12. How many players among those listed definitely scored less than Dhawan in the tournament? Player M 1 Dhawan 40 Kohli Pandya 28 Pant Rahul Remainin 22 9 M 3 87 248 248 50 Max Total 127+x 130+x 127 147 126 (2) 1 (3) 2 (4) More than 2 249 130 <49 51 <22 75 <22 49 75 48