Answer Happy

Let P2019 be the proportion of New Zealanders who agreed with the statement in 2019 and Puyap be the proportion of New Zealanders who agreed with the statement in 1990 A bootstrap confidence interval for the difference in proportions was constructed and the VIT output for this confidence interval construction is shown in Figure 9 Note that in Figure 5. the blue bars represent the proportion that agreed with the statement 9.0 and the pink bars represent the proportion for Other (Neutral. Disagreed or Unknown). Sample 610 390 1128 532 EB Re-sample Bootstrap distribution -0.4 -02 0.031 Figure 9: Bootstrap confidence interval output Which one of the following statements about bootstrapping and the bootstrap distribution plot in Figure is false? About 2.5% of the re-samples have differences between the proportices that are less than 0.031. The bootstrap distribution shows that it is believable that pay and so are the same The bootstrap confidence interval gives us a range of plausible values for Don Dino Each of the 1000 dots in the bootstrap distribution represents and re-sample estimate. If we used the same samples and constructed another bootstrap contideace interval using 1000 re- samples) then the limits should be very similar to those in shown in Four 9.