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1. What was the average weekly profit for the prior 12-month period? Determine and define the variance and standard deviation of weekly profit.
2. How confident are you of this estimate? Calculate a 99% confidence interval for weekly profits, assuming that sigma is unknown. What does this tell you about weekly profits?
3. Based on the above, what is the expected exposure on the lost profits claim?
(Expected exposure = construction costs of $464,900 + total expected profits for last six months)
Week of Profits
6-Dec-04 19,449
13-Dec-04 31,452
20-Dec-04 42,877
27-Dec-04 13,738
3-Jan-05 17,843
10-Jan-05 87,256
17-Jan-05 41,825
24-Jan-05 7,655
31-Jan-05 20,011
7-Feb-05 51,420
14-Feb-05 53,378
21-Feb-05 39,835
28-Feb-05 30,096
7-Mar-05 -13,375
14-Mar-05 27,362
21-Mar-05 12,921
28-Mar-05 27,203
4-Apr-05 9,182
11-Apr-05 52,694
18-Apr-05 48,790
25-Apr-05 -37,171
2-May-05 27,951
9-May-05 -474
16-May-05 18,858
23-May-05 31,779
30-May-05 52,949
6-Jun-05 51,970
13-Jun-05 36,518
20-Jun-05 4,806
27-Jun-05 55,257
4-Jul-05 26,128
11-Jul-05 59,364
18-Jul-05 23,085
25-Jul-05 26,848
1-Aug-05 77,382
8-Aug-05 44,031
15-Aug-05 48,471
22-Aug-05 39,595
29-Aug-05 2,930
5-Sep-05 71,505
12-Sep-05 28,982
19-Sep-05 46,696
26-Sep-05 61,143
3-Oct-05 42,113
10-Oct-05 65,394
17-Oct-05 34,938
24-Oct-05 14,364
31-Oct-05 15,919
7-Nov-05 41,679
14-Nov-05 58,859
21-Nov-05 37,873
28-Nov-05 27,297
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