Abby is collecting rainfall data. She finds that one value of the data set is a high-value outlier. Which statement must be true?
Abby will use a different formula for calculating the standard deviation.
The outlier will increase the standard deviation of the data set.
The spread of the graph of the data will not change.
Abby will not use the mean when calculating the standard deviation.

When Abby finds that one value of the data set is a high-value outlier, the true statement is B. The outlier will increase the standard deviation of the data set.

What is an outlier?

It should be noted that an outlier simply means a number in a data set that is further out from the other numbers.

In this case, when Abby finds that one value of the data set is a high-value outlier, the true statement is that the outlier will increase the standard deviation of the data set.

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h45q5mkfq5 h45q5mkfq5 · Answer 2 · 2022-05-14T07:09:16+02:00

h45q5mkfq5 h45q5mkfq5

14-05-2022

Answer:

The outlier will increase the standard deviation of the data set.

Step-by-step explanation:

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