Are there outliers in the double stout data Refer to

Chapter , Problem 1.63

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QUESTION:

Refer to Exercise 1.61.

(a) Find the IQR for these data.

(b) Use the \(1.5 \times I Q R\) rule to identify and name any outliers.

(c) Make a boxplot for these data and describe the distribution using only the information in the boxplot.

(d) Make a modified boxplot for these data and describe the distribution using only the information in the boxplot.

(e) Make a stemplot for these data.

(f) Compare the boxplot, the modified boxplot, and the stemplot. Evaluate the advantages and disadvantages of each graphical summary for describing the distribution of the double stout data.

Questions & Answers

QUESTION:

Refer to Exercise 1.61.

(a) Find the IQR for these data.

(b) Use the \(1.5 \times I Q R\) rule to identify and name any outliers.

(c) Make a boxplot for these data and describe the distribution using only the information in the boxplot.

(d) Make a modified boxplot for these data and describe the distribution using only the information in the boxplot.

(e) Make a stemplot for these data.

(f) Compare the boxplot, the modified boxplot, and the stemplot. Evaluate the advantages and disadvantages of each graphical summary for describing the distribution of the double stout data.

ANSWER:

Step 1 of 7

A box plot, also known as a box-and-whisker plot or a box-whisker diagram, is a versatile statistical tool used to graphically represent the five-number summary of a dataset. These five values provide a concise overview of the data distribution, allowing for quick insights into its central tendency, spread, and potential outliers.

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