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MBA.Graduate Psychology,PHD in HRM
Strayer,Phoniex,
Feb-1999 - Mar-2006
MBA.Graduate Psychology,PHD in HRM
Strayer,Phoniex,University of California
Feb-1999 - Mar-2006
PR Manager
LSGH LLC
Apr-2003 - Apr-2007
Econ 2310: Business Statistics
Problem Set #3
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Instructions: You may work with up to 3 other of your classmates on this project. Please show all work. Due online by Sunday, April 30th, 2017.
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1.)Â Â Â Â Proportions (30 points)
On April 15th, 1912, the R.M.S. Titanic sank into the North Atlantic Ocean, resulting in the loss of more than 1,500 passengers and crew. Below is a table which summarizes the total number of passengers and the number of survivors for the crew, first-, second-, and third-class. Â Find the proportion of survivors by type of service (crew, first, second, third). Test the hypothesis at the 95% confidence level that the proportion of first-class survivors is the same as the proportion of third-class survivors. What do you calculate for the test-statistic? What is the critical statistic? What is the conclusion of your hypothesis test?
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|
Class |
Passengers |
Survived |
|
Crew |
885 |
212 |
|
First |
325 |
202 |
|
Second |
285 |
118 |
|
Third |
706 |
178 |
|
Total |
2201 |
710 |
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2.)Â Â Â Hypothesis Testing
What is a type I error? What is a type II error? For a test at the 95% confidence level, what is alpha? What is the power of a statistical test?
3.)Â Â Â Â Sample Size
You work in the leasing office of GE capital and wish to predict the average mileage driven of your leased cars within a margin of error of 100 miles (you need this for your company’s financial disclosures). Suppose your average customer drives 10,000 miles a year, and your guess for the standard deviation is about 500 miles. How big of a sample size do you need to generate a 95% confidence interval with a mean of 10,000 miles a year with a margin of error of 100 miles?
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