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| 5 |  |  Which of the following statements is TRUE? |
|  | A) | Goodness of fit is too small. |
|  | B) | The slope parameter for direct labor hours is significant. |
|  | C) | The slope parameter for machine hours is not significant. |
|  | D) | The best estimate of overhead costs when direct labor hours and machine hours are 100 and 200, respectively, is $11,000. |
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| 6 |  |  What is the best estimate of overhead costs when direct labor hours and machine hours are 200 and 300, respectively? |
|  | A) | $6,000 |
|  | B) | $17,000 |
|  | C) | $19,000 |
|  | D) | $23,000 |
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| 7 |  |  What is the estimation error when actual overhead costs is $22,300 and direct labor hours and machine hours are 200 and 300, respectively? |
|  | A) | $700 |
|  | B) | $4,300 |
|  | C) | $1,700 |
|  | D) | $6,000 |
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| 8 |  |  _______________ is used to represent the presence or absence of a condition in a regression model: |
|  | A) | A dummy variable |
|  | B) | An independent variable |
|  | C) | The estimation error |
|  | D) | The unit variable cost |
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| 9 |  |  In regression analysis, what does the variable "X" stand for in the model Y = a + bX + e? |
|  | A) | The amount of the dependent variable, the cost to be estimated. |
|  | B) | The regression error, which is the distance between the regression line and the data point. |
|  | C) | The value for the independent variable, the cost driver for the cost to be estimated; there may be one or more cost drivers. |
|  | D) | The unit variable cost, also called the coefficient of the independent variable. |
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| 10 |  |  Regression analysis is better than the high-low method of cost estimation because regression analysis: |
|  | A) | is more mathematical. |
|  | B) | uses all the data points, not just two. |
|  | C) | fits its data into a mathematical equation. |
|  | D) | takes more time to do. |
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| 11 |  |  Which of the following is NOT a common non-linearity problem when using regression analysis? |
|  | A) | Trend/Seasonality. |
|  | B) | Outliers. |
|  | C) | Data Shifts. |
|  | D) | Mismatched Time Periods. |
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| 12 |  |  Extending the length of a time period in regression cost analysis and prediction will result in: |
|  | A) | "averaging out" data. |
|  | B) | confounding data. |
|  | C) | increasing the explanatory power of the data. |
|  | D) | better results because more data is being used. |
|  | E) | more recording lags or cut-off errors. |
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| 13 |  |  The learning curve in cost estimation is a good example of: |
|  | A) | non-linear cost behavior. |
|  | B) | machine-intensive production. |
|  | C) | simple regression. |
|  | D) | a random variable. |
|  | E) | inefficient labor. |
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| 14 |  |  Mean squared variance is the ratio of the amount of variance of a component to the number of: |
|  | A) | data points utilized. |
|  | B) | analyses requested. |
|  | C) | degrees of freedom for that component. |
|  | D) | iterations required in the calculations. |
|  | E) | None of the above answers is correct. |
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| 15 |  |  What is an OK value for goodness of fit? |
|  | A) | Should be greater than 2.0. |
|  | B) | Should be small relative to the dependent variable. |
|  | C) | Should be small. |
|  | D) | Should be between 2.0 and 3.0. |
|  | E) | Should be .75 or better. |
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