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A study investigated the relationship between audit delay (Delay), the length of time from a company's...

A study investigated the relationship between audit delay (Delay), the length of time from a company's fiscal year-end to the date of the auditor's report, and variables that describe the client and the auditor. The independent variables are as follows.

Industry- A dummy variable coded 1 if the firm was an industrial company or 0 if the firm was a bank, savings and loan, or insurance company.

Public-A dummy variable coded 1 if the company was traded on an organized exchange or over the counter; otherwise coded 0.

Quality-A measure of overall quality of internal controls, as judged by the auditor, on a five-point scale ranging from "virtually none" (1) to "excellent" (5).

Finished -A measure ranging from 1 to 4, as judged by the auditor, where 1 indicates "all work performed subsequent to year-end" and 4 indicates "most work performed prior to year-end.

" A sample of 40 companies provided the following data.

Delay Industry Public Quality Finished
62 0 0 3 1
45 0 1 3 3
54 0 0 2 2
71 0 1 1 2
91 0 0 1 1
62 0 0 4 4
61 0 0 3 2
69 0 1 5 2
80 0 0 1 1
52 0 0 5 3
47 0 0 3 2
65 0 1 2 3
60 0 0 1 3
81 1 0 1 2
73 1 0 2 2
89 1 0 2 1
71 1 0 5 4
76 1 0 2 2
68 1 0 1 2
68 1 0 5 2
86 1 0 2 2
76 1 1 3 1
67 1 0 2 3
57 1 0 4 2
55 1 1 3 2
54 1 0 5 2
69 1 0 3 3
82 1 0 5 1
94 1 0 1 1
74 1 1 5 2
75 1 1 4 3
69 1 0 2 2
71 1 0 4 4
79 1 0 5 2
80 1 0 1 4
91 1 0 4 1
92 1 0 1 4
46 1 1 4 3
72 1 0 5 2
85 1 0 5 1

Enter negative values as negative, if necessary.

  1. Develop an estimated regression equation that can be used to predict Delay by using Industry and Quality (to 2 decimals, if necessary).

    Delay = ( ) + ( ) Industry +( ) Quality
  2. At the .05 level of significance, test for any positive autocorrelation in the data.
    d L =  
    d U =  
0 0
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Answer #1

Using Minitab

Stat -> regression Model

Regression Equation

Delay = 70.63 + 12.74 Industry - 2.92 Quality

b)

Durbin-Watson Statistic = 1.42611

for k = 2

n = 40

dL = 1.391

dU = 1.600

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