You want to assess the durability of four experimental carpet products. Samples of the carpet products are placed in four homes and you measure durability after 60 days. Create a boxplot with median labels and color-coded boxes to examine the distribution of durability for each carpet product.
1 Open the worksheet CARPET.MTW.
2 Choose Graph > Boxplot.
3 Under One Y, choose With Groups. Click OK.
4 In Graph variables, enter Durability.
5 In Categorical variables for grouping (1-4, outermost first), enter Carpet.
6 Click Labels, then click the Data Labels tab.
7 From Label, choose Medians. Choose Use y-value labels. Click OK.
8 Click Data View.
9 In Categorical variables for attribute assignment, enter Carpet. Click OK in each dialog box.
Graph window output
Median durability is highest for Carpet 4 (19.75). However, this product also demonstrates the greatest variability, with an interquartile range of 9.855. In addition, the distribution is negatively skewed, with at least one durability measurement of about 10.
Carpets 1 and 3 have similar median durabilities (13.52 and 12.895, respectively). Carpet 3 also exhibits the least variability, with an interquartile range of only 2.8925.
Median durability for Carpet 2 is only 8.625. This distribution and that of Carpet 1 are positively skewed, with interquartile ranges of about 5-6.
Tip |
To see precise information for Q1, median, Q3, interquartile range, whiskers, and N, hover your cursor over any part of the boxplot. |