Causality and inference: In May 1998, the New York Times carried an article by Adam Bryant describing a research project to relate two rather diverse phenomena: the performance of a Fortune 500...

1 answer below »

Causality and inference:

In May 1998, the New York Times carried an article by Adam Bryant describing a research project to relate two rather diverse phenomena: the performance of a Fortune 500 company, and the golf game of its CEO. Before we go further, you should read this article.
Bryant, Adam (May 31, 1998). Duffers Need Not Apply, The New York Times. Section 3; Page 1; Column 1 You may use our library to retrieve it . You may click here for a quick access.
Are you convinced now? If so perhaps it is time to pack up the statistical tools in their tool bag and break out the golf bag. Or perhaps it's just time to sharpen those statistical tools a little, and see just what underlies this case.
The data described in the Bryant study can be found here using this SPSS data set already created.
The Bryant article reports its conclusion based on a subset of 44 cases from the 51 in the data set. This time we will use the
whole dataset. Let us seperate them into three groups. This involves identifying 14 low performing companies, 25 middle performing companies, and 12 high-performing companies based on StockRate.
The next step is to decide whether these differences are real or not. The article makes the claim that they are; see what you find. A good first step would be to calculate confidence intervals for the means of the three groups. Prepare graphs of confidence intervals for the means of handicap for each of the groups. Interpret the results.
Now let us try the t-tests. You should conduct independent samples t-tests to decide whether the differences between the groups are supported. Let us work on group 1 vs. group 2 for
Stockrate. Then group 2 vs. group 3 for Stock rate.
When we want to test multiple groups, we would need to use ANOVA test. Let us using ANOVA (and follow up pair-wise t tests if necessary). Interpret the results. You are welcome to draw the confidence intervals and compare them.
Transfer your output to Word® and format it in an appropriate manner. In your paper, address the following issues.

  • the value of the Bryant article as a description of credible research on management

  • The nature of the hypothesis being tested, and the appropriateness of the statistical procedures employed in that test. You may illustrate your points using the tests you conducted.

  • 7 out of 51, that is about 14% of the data. Is removing 14% of the data an acceptable approach?

  • How should we remove the outliers? Is t-test or ANOVA sensetive to outliers?

  • Your evaluation of the discussion of the research, as reported by Bryant. Why people may think that there is a relationship between golf and firm performance. If you are going to study such relationship, how would you collect data and carry out the study?

  • Your evaluation of why the New York Times published the article, and why it continues to get attention


The paper is usually between 5- 12 pages long.
Answered Same DayDec 21, 2021

Answer To: Causality and inference: In May 1998, the New York Times carried an article by Adam Bryant...

Robert answered on Dec 21 2021
123 Votes
Order ID: TTs251112_56580_3
Assignment Title: Causality and inference:
 Following are the descriptive statistics of the three groups based on stock rate of
companies. Highest
performing 12 companies are in stock_score3 group, medium
performance 25 companies in stock_score2 and bottom 14 companies are in
stock_score1.
One-Sample Statistics
N Mean
Std.
Deviation
Std. Error
Mean
Stock_score1 14 22.3571 9.09444 2.43059
stock_score2 25 53.0000 11.79336 2.35867
stock_score3 12 86.5000 7.45288 2.15146
Confidence interval for each of groups based on stock score of companies are as given below
Confidence interval for group1: 22.3571±t(.05,14)*(9.90444)/(√14)=(16.7262, 27.9879)
Confidence interval for group2: 53±t(.05,25)*(11.79336)/(√25)=(6.39546, 16.65126)
Confidence interval for group3: 86.5±t(.05,12)*(7.45288)/(√12)=(81.8124, 91.1876)
 Following table shows descriptive statistics for three groups of handicap named handi1,
handi2 and handi3 which corresponds to handicap score of CEO’s of companies in
groups stock_score1, stock_score2, stock_score3 respectively.
Descriptive Statistics
N Minimum Maximum Mean
Std.
Deviation
handi1 14 8.00 24.20 16.1214 4.54231
handi2 25 7.10 27.10 14.1320 4.84843
handi3 12 3.20 34.00 17.1000 9.12439
Valid N
(listwise)
12

We see that the 12 executives whose companies delivered the best stock market performance has
an average handicap score 16.1214.
The next group of 24 chief executives, whose companies' performance in the market is middling,
are better golfers than both the groups, with an average handicap index of 14.13.
The bottom 14 executives in the sample, whose companies turned in a subpar market
performance, are worse golfer, with an average handicap index of 17.10.
 T-test for...
SOLUTION.PDF

Answer To This Question Is Available To Download

Related Questions & Answers

More Questions »

Submit New Assignment

Copy and Paste Your Assignment Here