3. After a long day at Bush Gardens, a group of students were asked how many times they each rode Cheetah Hunt. The values are as follows:

1,5,2,3,1,1,10,2,8,9,16,1,3

Part A: Are there any outliers in the data set above? Explain.

Part B: The outlier causes the (mean, median) to be greater than the (mean, median).

Part C: If the value of the outlier was changed to 10, the interquartile range would (increase, decrease, and stay the same) and the standard deviation would (increase, decrease, and stay the same).

Question

3.	After a long day at Bush Gardens, a group of students were asked how many times they each rode Cheetah Hunt. The values are as follows:

      1,5,2,3,1,1,10,2,8,9,16,1,3

Part A:  Are there any outliers in the data set above? Explain.

Part B:  The outlier causes the (mean, median) to be greater than the (mean, median).

Part C:  If the value of the outlier was changed to 10, the interquartile range would (increase, decrease, and stay the same) and the standard deviation would (increase, decrease, and stay the same).

anonymous · Answer

@StudyGurl14 pls help

studygurl14 · Answer

A convenient definition of a outlier is a point which falls more than 1.5 times the interquartile range above the third quartile or below the first quartile.

studygurl14 · Answer

From: http://mathworld.wolfram.com/Outlier.html

studygurl14 · Answer

Does that make sense?

anonymous · Answer

i know that there is an outlier which is 16

anonymous · Answer

but im having issues with Part B&C

anonymous · Answer

@StudyGurl14