Use to estimate via a confidence interval and perform hypothesis tests for a population proportion.
Confidence Intervals for Population Proportions
- From an open JMP® data table, select Analyze > Distribution.
- Select one or more categorical variables from Select Columns, click Y, Columns (categorical variables have red or green bars).
Note: If you have summarized data (a column with counts), enter the column into Freq.
- Click OK.
- In the resulting window, click on the red triangle for the variable and select Confidence Interval > 0.95.
JMP will produce 95% confidence intervals for the true population proportion for each level.
Car Poll.jmp (Help > Sample Data Folder)

Hypothesis Tests for Population Proportions
- From the Distribution output window, click on the red triangle for the variable and select Test Probabilities.
- Enter the hypothesized proportions under Hypoth Prob, and click Done.
Here we are testing the following set of hypotheses:
H0: pFamily = 0.5 vs. HA: pFamily ≠ 0.5
H0: pSporty = 0.3 vs. HA: pSporty ≠ 0.3
H0: pWork = 0.2 vs. HA: pWork ≠ 0.2
Notes: The hypothesized probabilities must sum to one. You may choose to specify some values and have JMP rescale according to your choice of rescaling method.


• JMP will provide the results of two chi-square tests: Likelihood Ratio and Pearson.
• The null hypothesis is that the true proportions are equal to the hypothesized values.
• Small p-values (<0.05) indicate that at least one sample proportion is significantly different from the hypothesized value.
• Since the p-values in this example are large (> 0.05), we cannot reject any of the null hypotheses.
This analysis can also be performed using the Hypothesis Test for One Proportion and Confidence Intervals for One Proportion Calculators under Help > Sample Index > Calculators or Student > Calculators in JMP Student Subscription.
Visit Basic Analysis > Distributions > Additional Examples of the Distribution Platform > Example of Testing Probabilities for Two Levels and Example of Testing Probabilities for More Than Two Levels in JMP Help to learn more.