Determine the sample mean ?̅ and sample variance ?2 of this dataset. 2.The president of the company thinks that the largest number of bugs is an outlier, skewing the statistics you calculated in part (a) and negatively affecting the company’s image. What other statistics would convey similar information and not be affected by the outlier? 3. Calculate the values of the statistics you suggested in part (b).

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1. Determine the sample mean ?̅ and sample variance ?2 of this dataset.

2.The president of the company thinks that the largest number of bugs is an outlier, skewing the statistics you calculated in part (a) and negatively affecting the company’s image. What other statistics would convey similar information and not be affected by the outlier?

3. Calculate the values of the statistics you suggested in part (b).

Question 4: A software company is analyzing the quality of its software development quality by tracking
the number of bugs. The number of bugs that were discovered in the first version of its products are
listed below:
3 6
4
2
5
3
18
4
а.
Determine the sample mean Xn and sample variance s, of this dataset.
b. The president of the company thinks that the largest number of bugs is an outlier, skewing the
statistics you calculated in part (a) and negatively affecting the company's image. What other
statistics would convey similar information and not be affected by the outlier?
C.
Calculate the values of the statistics you suggested in part (b).
Transcribed Image Text:Question 4: A software company is analyzing the quality of its software development quality by tracking the number of bugs. The number of bugs that were discovered in the first version of its products are listed below: 3 6 4 2 5 3 18 4 а. Determine the sample mean Xn and sample variance s, of this dataset. b. The president of the company thinks that the largest number of bugs is an outlier, skewing the statistics you calculated in part (a) and negatively affecting the company's image. What other statistics would convey similar information and not be affected by the outlier? C. Calculate the values of the statistics you suggested in part (b).
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