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The bar graph shows your cell phone data usage for five months. A vertical bar graph, titled Cell Phone Data Uses. The vertical axis is labeled Gigabytes. The horizontal axis is labeled Month. For May, the bar height is 0.9. For June, the bar height is 1.85. For July, the bar height is 3.82. For August, the bar height is 2.19. For September, the bar height is 1.24. Describe how the outlier affects the mean. 4 / 10000 Word Limit it makes it higher. Question 2 Use the data to answer the statistical question, "How much cell phone data do you use in a month?" gigabytes

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MrRoyal

The outlier of the cell phone data usage has its value to be relatively higher or lower than other values

  • The outlier would make the mean higher
  • You use 1.85 gigabytes of data monthly

How to determine the outlier

From the bar graph, we have the following entries:

May = 0.9

June = 1.85

July = 3.82

August = 2.19

September = 1.24

The outlier of the dataset is 3.82.

This is so because it is relatively higher and far from other data elements

So, the outlier would make the mean higher

How much cellphone data you used monthly

The outlier affects the mean, but it does not affect the median.

So, we calculate the median.

When the dataset is arranged, we have:

0.9, 1.24, 1.85, 2.19, 3.82

The middle value is 1.85.

This represents the median.

Hence, you use 1.85 gigabytes of data monthly

Read more about outliers at:

https://brainly.com/question/3631910

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