Solution: We are given the height of a successful basketball player is 6 feet 10 inches or 208 cm.
The z score of the players height is 4.81.
Z score means the number of standard deviation an element is above or below the mean value.
Therefore, the players height is 4.81 standard deviations above the mean value.
The standard deviation of the player's height is 4.81
The Zscore of the player's height = 4.81
The Zscore gives the Number of standard deviations a certain value is from the mean value of a given distribution.
This means that the player's height is 4.81 standard deviations from the mean height of the mean.
Hence, the player's height is 4.81 standard deviations from his mean height.
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