Cricketer ‘A’ scores on an average 40 runs with a standard deviation of 5. Scores of players ‘B’ and ‘C’, on an average, are 75 and 90 with standard deviations 10 and 18 respectively. Arrange the players in the descending order of consistency.

The correct answer is: C. B, A and C

The consistency of a player is measured by the standard deviation of their scores. A lower standard deviation indicates that the player’s scores are more consistent, while a higher standard deviation indicates that the player’s scores are more variable.

In this case, player B has the lowest standard deviation, followed by player A and then player C. This means that player B’s scores are the most consistent, followed by player A and then player C. Therefore, the players in descending order of consistency are:

1. B
2. A
3. C

Here is a table showing the scores of each player and their standard deviation:

Player | Average score | Standard deviation
——- | ——– | ——–
A | 40 | 5
B | 75 | 10
C | 90 | 18

As you can see, player B has the lowest standard deviation, followed by player A and then player C. This means that player B’s scores are the most consistent, followed by player A and then player C.