Palma State Bank is investigating the processing time for loan applications. Samples were taken for 25 random days from 5 branches. These data can be found in the Problems Data Palma State Bank                         Sample     Day 1 2 3 4 5 1 11.86 12.09 12.05 12.25 12.18 2 11.57 13.21 12.24 11.95 12.02 3 12.31 11.96 12.22 12.43 12.36 4 11.98 13.72 12.12 12.88 12.95 5 12.71 12.40 11.96 12.41 12.34 6 13.46 13.13 12.17 11.59 12.24 7 11.83 12.78 12.56 12.40 12.49 8 12.44 12.80 12.19 12.73 12.26 9 12.01 11.92 12.59 11.99 12.52 10 11.56 14.01 12.80 11.42 12.87 11 12.95 13.00 13.06 12.19 12.93 12 12.88 12.52 12.69 12.13 12.59 13 12.72 13.65 12.49 12.41 13.58 14 13.16 12.91 13.01 11.73 12.98 15 12.51 12.87 12.45 13.50 12.80 16 12.94 12.34 12.91 13.41 13.01 17 13.28 13.14 12.27 12.03 13.21 18 12.89 12.53 12.74 12.25 12.96 19 12.70 12.79 12.49 12.62 12.63 20 11.76 11.28 12.56 12.30 11.83 21 12.23 12.78 12.42 12.75 12.16 22 11.88 11.96 11.67 13.40 12.03 23 13.03 12.14 12.65 12.43 12.58 24 13.06 13.43 13.05 12.64 13.12 25 12.27 12.34 12.25 12.81 12.27             Compute the mean and standard deviation, and construct a histogram for these Construct a run chart for the sample means Interpret the results

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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  1. Palma State Bank is investigating the processing time for loan applications. Samples were taken for 25 random days from 5 branches. These data can be found in the Problems Data
Palma State Bank      
           
      Sample    
Day 1 2 3 4 5
1 11.86 12.09 12.05 12.25 12.18
2 11.57 13.21 12.24 11.95 12.02
3 12.31 11.96 12.22 12.43 12.36
4 11.98 13.72 12.12 12.88 12.95
5 12.71 12.40 11.96 12.41 12.34
6 13.46 13.13 12.17 11.59 12.24
7 11.83 12.78 12.56 12.40 12.49
8 12.44 12.80 12.19 12.73 12.26
9 12.01 11.92 12.59 11.99 12.52
10 11.56 14.01 12.80 11.42 12.87
11 12.95 13.00 13.06 12.19 12.93
12 12.88 12.52 12.69 12.13 12.59
13 12.72 13.65 12.49 12.41 13.58
14 13.16 12.91 13.01 11.73 12.98
15 12.51 12.87 12.45 13.50 12.80
16 12.94 12.34 12.91 13.41 13.01
17 13.28 13.14 12.27 12.03 13.21
18 12.89 12.53 12.74 12.25 12.96
19 12.70 12.79 12.49 12.62 12.63
20 11.76 11.28 12.56 12.30 11.83
21 12.23 12.78 12.42 12.75 12.16
22 11.88 11.96 11.67 13.40 12.03
23 13.03 12.14 12.65 12.43 12.58
24 13.06 13.43 13.05 12.64 13.12
25 12.27 12.34 12.25 12.81 12.27
           
  1. Compute the mean and standard deviation, and construct a histogram for these
  2. Construct a run chart for the sample means
  3. Interpret the results
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