Consider the observations taken on the continuous random variable Y given below. Graph the data using an appropriate plot. Comment on the key features of the graph. Assess the normality of the data set. What do you conclude? Compute the 5-number summary. Treat the sample mean and sample standard deviation as if they are the true population mean and standard deviation. Find P (Y > 90). Treat the sample mean and sample standard deviation as if they are the true population mean and standard deviation. With a sample size of n = 50, what is the sampling distribution of the sample average? For a sample of size n = 50, find P(Y > 88.73).
Observation | y |
1 | 87.08 |
2 | 89.61 |
3 | 85.22 |
4 | 83.32 |
5 | 84.82 |
6 | 83.62 |
7 | 92.42 |
8 | 88.35 |
9 | 87.13 |
10 | 85.25 |
11 | 89.61 |
12 | 86.71 |
13 | 83.28 |
14 | 94.99 |
15 | 87.79 |
16 | 92.85 |
17 | 84.81 |
18 | 84.35 |
19 | 89.09 |
20 | 90.66 |
21 | 91.34 |
22 | 91.80 |
23 | 85.62 |
24 | 86.88 |
25 | 86.40 |
26 | 90.11 |
27 | 88.93 |
28 | 86.29 |
29 | 90.68 |
30 | 85.04 |
31 | 85.28 |
32 | 85.71 |
33 | 92.89 |
34 | 91.16 |
35 | 87.45 |
36 | 84.90 |
37 | 91.95 |
38 | 93.79 |
39 | 89.28 |
40 | 90.75 |
41 | 85.39 |
42 | 90.27 |
43 | 86.13 |
44 | 85.13 |
45 | 82.04 |
46 | 89.52 |
47 | 87.20 |
48 | 87.35 |
49 | 86.70 |
50 | 93.00 |
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