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n N = 25 games last season, the college basketball team averaged .pdf

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The college basketball team scored an average of 76 points over 25 games last season, with a standard deviation of 6 points. A score of 89 points for a game would be considered far above average, as it is more than double the standard deviation of 6 points above the mean average of 76 points.

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n N = 25 games last season, the college basketball team averaged Solution Standard deviation is a measurement of the variability of the data. If your standard deviation was zero, for example, then every game would have scored exactly 76 points (zero variability). With a standard deviation of 6, you get the idea that there is some variability here, but not wildly variable. A score of 89 is 13 points above average. Since this is more than double the standard deviation of 6, you can confidently say that the answer is: b. Far above average.

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n N = 25 games last season, the college basketball team averaged .pdf

  • 1. n N = 25 games last season, the college basketball team averaged Solution Standard deviation is a measurement of the variability of the data. If your standard deviation was zero, for example, then every game would have scored exactly 76 points (zero variability). With a standard deviation of 6, you get the idea that there is some variability here, but not wildly variable. A score of 89 is 13 points above average. Since this is more than double the standard deviation of 6, you can confidently say that the answer is: b. Far above average.