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11018.04 10121.56 10658.53 11688.59 11465.91 10325.32 11729.78 11868.26 12027.26 10699.26 10388.49 11101.46 10981.06 11750.64 10759.1 11828.09 10099.31 13082.95 11626.65 10093.53 10528.95 11204.07 11076.81 12658.6 10367.67

11018.04
10121.56
10658.53
11688.59
11465.91
10325.32
11729.78
11868.26
12027.26
10699.26
10388.49
11101.46
10981.06
11750.64
10759.1
11828.09
10099.31
13082.95
11626.65
10093.53
10528.95
11204.07
11076.81
12658.6
10367.67
12242.37
10717.98
10810.8
10219.22
9851.298
11716.24
8186.599
9825.343
9663.827
8247.096
9146.513
10425.09
9614.723
10673.59
11619.61
12171.41
10863.2
13367.7
9959.588
11183.46
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Use Sheet 8 of the Excel file to answer the following questions. A power company is installing utility poles that are supposed to have a height of 40 feet. The foreman checks a random sample of ED poles to determine ifthe mean height is 40 feet at a significance level of 0.05. Create a histogram, and calculate E, the fstatistic, and the p-value. From the histogram, can normality be assumed? PiCk V E = EX: 1 .234 t = p = Since the pualue is Pick V than the signicanoe level 0.05, the null hypothesis Pick V - Pick 9 evidence exists that the mean height differs from 40 feet

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