How do you do a side by side boxplot in SPSS?

How do you do a side by side boxplot in SPSS?

Making Side by Side Boxplots with SPSS

  1. Open SPSS.
  2. Click on the circle next to “Type in data”.
  3. Enter the data values for both variables in one column.
  4. In a column next to the column for the combined variable, type in a name which identifies each data value as coming from the first variable or the second variable.

How do you make a boxplot horizontal in SPSS?

Click on the “Basic Elements” tab and then click on the “Transpose” button. Under “Variables”, click on your variable and drag it onto the x-axis (horizontal axis) of the boxplot.

Which box plot is better?

Short boxes mean their data points consistently hover around the center values. Taller boxes imply more variable data. That’s something to look for when comparing box plots, especially when the medians are similar. Wider ranges (whisker length, box size) indicate more variable data.

How to make a box plot in SPSS?

To make a box plot, choose Analyze> Descriptive Statistics> Exploratory Data Analysis. In the following window, determine a dependent variable. From it you create the boxplot. In addition, you can also add a factor. Hereby you form boxplots by groups. Select the Diagrams button.

How to make a box and Whisker graph?

Our simple box plot maker allows you to generate a box-and-whisker graph from your dataset and save an image of your chart. To use this tool, enter the y-axis title (optional) and input the dataset with the numbers separated by commas, line breaks, or spaces (e.g., 5,1,11,2 or 5 1 11 2) for every group. Then click on the “Draw” button.

What does an asterisk mean in a boxplot in SPSS?

In the following example you see a boxplot with outliers and extreme values ​​in the graphical representation in SPSS. The asterisk (*) marks an extreme value. The circle (o) represents an outlier. The corresponding number is the case in the dataset of SPSS. On the left side is the value axis.

What are the groups in the box plot maker?

Data Summary Groups N Min Q 1 SD Group 1 5 1 2 4.1593 Group 2 4 1 2.5 2.0817 Group 3 5 7 8 3.4351

Back To Top