Comparing sample sets of data already aggregatedHello,
I am trying to compare the number of rejected units from 2 sample groups with unequal populations. I have read multiple times that the tool to use in JMP for that purpose is the "Fit Y by X", but it doesn't seem to take into account the population difference in my 2 groups (which I put in the Freq. box). How can I do my analysis? And how can I add more parameters to this analysis (I also want to make sure that there is no significant difference between my products)?
Here is the data I want to test:
| Sample Type | Product | Quantity | Fail1 Qty. | Fail2 Qty. | Fail Tot. |
| Sample1 | Prod1 | 723 | 7 | 2 | 9 |
| Sample1 | Prod2 | 7964 | 25 | 8 | 33 |
| Sample1 | Prod3 | 4651 | 25 | 14 | 39 |
| Sample2 | Prod1 | 4845 | 36 | 6 | 42 |
| Sample2 | Prod2 | 163182 | 637 | 123 | 760 |
| Sample2 | Prod3 | 80716 | 381 | 115 | 496 |
Best regards,
Samuel Taverne
Advanced Statistical ModelingData Blending and CleanupData Exploration and VisualizationDesign of ExperimentsRe: Comparing sample sets of data already aggregatedHi Jed,
Thanks for your answer! I also found the "Two Sample Test for Proportion" and the "Analysis of Means for Proportions" to support my analysis once the fit Y by X was done. The data stacking was not so straight forward, thanks for mentioning how it should be organised.
Best regards,
Samuel
Re: Comparing sample sets of data already aggregatedHi STA,
The trick here is formatting your data differently, which I did by adding one formula column, then stacking the data. Then, the Fit Y by X platform should work for you. I did make an assumption though, that what you were looking for was the difference in total failures by each sample type--if you meant to include Fail 1 Qty and Fail 2 Qty, then you'll need to approach differently.


