why would a paired t test be significant how is the paired t-test tested? if a pair is significant, what would be the result if you excluded the match for a single pair? how to test for independent binomial differences why are pre and post test significant what is the best way to test the hypothesis that there is a significant difference, pre and post, taking matching into account? r contingency test definition how to do a paired t-test for a binomial pair which binomial pair is significant when tested in a contingency table what's the difference between pre and post if pre and post a binomial pair is significant, what is the result? can you test for a binomial difference how to do a binomial analysis is there a significant difference between pre and post of this type of data? when do paired t tests show significant binomial pairs what test to use to test for independence what would make a significant difference in a pre and post test can the paired t test detect a difference how to show the significance of the correlation table in r is there a difference between pre and post tests