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In this problem, a data set of size 5 consists of the numbers 1 through 5; a data set of size 6 consists of the numbers 1 through 6; and so on.
(a) For data sets of size 5 and 6, compute the complete randomization distribution for the mean of samples of size 3. (There will be 10 and 20 members respectively in the two distributions.) How normal do these distributions look?
(b) For data sets of size 4 and 5, compute the complete randomization distribution for the mean of samples of any size (size 1, size 2, . . ., up to all the data in the sample). Again, compare these to normal.
(c) Compare the size 5 distributions from parts a) and b). How do they compare for mean, median, variance, and so on.
In Fedora Core 4, if you need to create a mount point on the current file system, you first create a directory in the file system using the ____ command
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My problem is the program should pretty much erase the pervious series data points for the control limits for both charts and update the new value with the recalculated values, and I am not sure how to do this. Thank you!
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Distinguish between the posttest-only design and the pretest-posttest design. What are the advantages and disadvantages of each?
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