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Two students, Mary and Joanna, are in a statistics class working hard on the consistency of their performance in the weekly class tests. In particular, they are hoping to bring down the variance of their test scores. Their professor believes that the students are not equally consistent in their tests. Over a 12-week period, the test scores of these two students are shown below. Assume that the two samples are drawn independently from normally distributed populations. a. Develop the hypotheses to test whether the two students differ in consistency.
B) Use the critical value approach to test the professor's claim at α = 0.05.
Direct Labor
The wages and other compensation paid to employees who are directly involved in the production of goods and services.
Special Order
A customer request for a product or service that is not normally offered by the business, often requiring unique production or procurement efforts.
Selling Price
The amount of money charged for a product or service, or the sum of the cost plus profit.
Variable Costs
Expenses that change in proportion to the production output or sales amount.
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