You will examine the examine scores for the two training centers, using spreadsheet data - ExamScore.xlsx. The label Center A is in Cell A1 and the label Center B is in cell B1. The examination scores for Center A are in cells A2:A31 and examination scores for Center B are in cells B2:B41. The population standard deviations are assumed known with , and. The excel routine will request the input of variances which are , and. The following steps can be used to conduct a hypothesis test about the difference between the two population means (20 points)
Step 1. Click the Data tab on the Ribbon
Step 2. In the Analysis group, click Data Analysis
Step 3. When the Data Analysis dialog box appears:
Choose z-Test: Two Sample for Means
Step 4. When the z-Test: Two Sample for Means dialog box appears:
Enter A1:A31 in the Variable 1 Range box
Enter B1:B41 in the Variable 2 Range box
Enter 0 in the Hypothesized Mean Difference box
Enter 100 in the Variable 1 Variance (Known) box
Enter 100 in the Variable 2 Variance (Known) box
Select Labels
Enter .05 in the Alpha box
Select Output Range and enter C1 in the box
Click OK
Interpret the results from this hypothesis test using at least 50 words
Center A....................Center B
97............................64
95............................85
89............................72
79............................64
78............................74
87............................93
83............................70
94............................79
76............................79
79............................75
83............................66
84............................83
76............................74
82............................70
85............................82
85............................82
91............................75
72............................78
86............................99
70............................57
91............................91
82............................78
73............................87
96............................93
64............................89
74............................81
88............................84
88............................63
60............................78
73............................66
...............................84
...............................85
...............................85
...............................84
...............................59
...............................62
...............................91
...............................83
...............................80
...............................76

Method Method Method A B 58 58 48 64 69 57 55 71 59 66 64 47 67 68 49