colds 40 classes n=32 colds 40 classes n=32 test for Nn=40 phats Given that the computer graphs for the generated data, note: 6 classes, rather than 5 for the 1^(st ) histogram comment on the following: Which graph looks closer to Normal distribution, the one for the 6 classes or the one for 11 classes? q, Which one is supposed to look closer to

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colds 40 classes n=32 colds 40 classes n=32 test for Nn=40 phats Given that the computer graphs for the generated data, note: 6 classes, rather than 5 for the 1^(st ) histogram comment on the following: Which graph looks closer to Normal distribution, the one for the 6 classes or the one for 11 classes? q, Which one is supposed to look closer to Normal distribution, the one for the 6 classes or the one for 11 classes?  The qqplot is the best visual determination whether data is N. The closer it is to the line, the closer is the distribution to N. Comment on the graph. Does it seem that proportions are close to N ? What could be one reason why we see a deviation from N in the phats based on simulated data? Your histogram for 11 classes should have looked like the second histogram from the right. Did your histogram in Part 1 look more like it was N ? As you see, the number of classes matters for histograms.

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