Show that for a sample of n = 41, the smallest and largest Z-values are-1.98 and

Question

Show that for a sample of n = 41, the smallest and largest Z-values are-1.98 and + 1.98 and the middle (that is, 21st) Z-value is 0.00. Click here to view page 1 of the cumulative standardized normal distribution table Click here to view page 2 of the cumulative standardized normal distribution table With 41 observations, the smallest of the standard normal quantile values covers an area under the normal curve of 42 = L The corresponding Z-value is-1.98. The largest of the standard normal quantile values covers an area under the normal curve of-= | |. The corresponding Z-value is + 1.98. The middle of the standard quantile values covers an area under the normal curve of.The corresponding Z-value is 0.00 (Type integers or decimals rounded to four decimal places as needed.)

Explanation / Answer

smallest quantile values covers an area under the normal curve of 1/42 =0.0238 ..............

largest ................under the normal curve ...............of 41/42=0.9762...........

middle ................nder the normal curve ...............of 21/42 =0.5

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