The following graphs model scores for an entrance exam into an education program. The scores are normally distributed with a known mean and standard deviation.
Students must score in the top 10 percent to be accepted into the program. The following graph shows that students who have scores of 1621 or greater are in the top 10 percent.
You received a score of 1738 and want to know your percentile. Your score of 1738 is at the 95^{th} percentile.
You want to know the scores at the 2.5^{th} percentile and the 97.5^{th} percentile. At the 2.5^{th} percentile, the score is 583.8 and at the 97.5^{th} percentile, the score is 1838. Approximately 95% of the students have scores that are between 583 and 1838.
You want to know what percentage of students has scores that are between 800 and 1600. Approximately 79% of the students have scores that are between 800 and 1600.
By default, when you create a probability distribution plot with more than one distribution, Minitab overlays all of the distributions on the same graph. However, you can display each distribution in a separate panel or in a separate graph. As you create the plot, click Multiple Graphs and choose the desired option.
To use the same range on the x-axes or y-axes of each panel or graph, select the appropriate option under Same Scales for Graphs.