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To Encourage Performance,loyalty,and Continuing Education,the Human Resources Department at a Large

question 87

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To encourage performance,loyalty,and continuing education,the human resources department at a large company wants to develop a regression-based compensation model for mid-level managers based on three variables: business unit-profitability in $1,000s (Profit) ,years with company (Years) ,and dummy variable (Grad) ,graduate degree in relevant field.Data have been collected for 36 managers.The sample regression equation is To encourage performance,loyalty,and continuing education,the human resources department at a large company wants to develop a regression-based compensation model for mid-level managers based on three variables: business unit-profitability in $1,000s (Profit) ,years with company (Years) ,and dummy variable (Grad) ,graduate degree in relevant field.Data have been collected for 36 managers.The sample regression equation is   = - 13,264.3 + 14.13Profit + 1,868.53Years + 45,121.94Grad - 0.1539Profit × Grad - 198.34Years × Grad.Which of the following is the predicted value of Compensation for a manager having 15 years with the company,a graduate degree,and a business-unit profit of $4,800,000? A)  $121,492.60 B)  $108,324.80 C)  $101,749.70 D)  $112,101.60 = - 13,264.3 + 14.13Profit + 1,868.53Years + 45,121.94Grad - 0.1539Profit × Grad - 198.34Years × Grad.Which of the following is the predicted value of Compensation for a manager having 15 years with the company,a graduate degree,and a business-unit profit of $4,800,000?


Definitions:

Descriptive Statistics

Statistical techniques that summarize, describe, and present data in an informative way, often through measures of central tendency and variability.

Inferential Statistics

A branch of statistics that infers properties of an underlying distribution from a sample, allowing for predictions and conclusions about a population.

Correlation

A statistical procedure for measuring the strength of association between two or more variables. More generally, the degree to which variables are related.

Correlation

A statistical measure that indicates the extent to which two or more variables fluctuate together.

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