Ch 8 - Cost Estimation Flashcards

1
Q

There are _____ steps of cost estimation. What are they?

A

Six

  1. Define the cost object for which the related costs are to be estimated
  2. Determine the cost drivers
  3. Collect consistent and accurate data on the cost object and the cost drivers
  4. Graph the data
  5. Select and employ an appropriate estimation method
  6. Evaluate the accuracy of the cost estimate.
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2
Q

What is the most important step in developing a cost estimate?

A

Identifying cost drivers

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3
Q

What are the two main estimation methods?

A

The high-low method and regression analysis

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4
Q

mean absolute percentage error (MAPE)

A

A measure of cost-estimation accuracy, calculated as the mean (average) absolute percentage prediction error.

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5
Q

Of the two estimation methods, which one is most accurate?

A

regression analysis

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6
Q

high-low method

A

A method using algebra to determine a unique cost estimation line between representative high and low points in a given data set.

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7
Q

regression analysis

A

A statistical method for obtaining the unique cost-estimating equation that best fits a set of data points.

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8
Q

least squares regression

A

A cost-estimation method in which the variable and fixed cost coefficients are found by minimizing the sum of the squares of the estimation errors.

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9
Q

dependent variable

A

In cost estimation, the cost to be estimated, aka the cost object

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10
Q

independent variable

A

A cost driver used to estimate the value of the dependent variable.

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11
Q

simple linear regression

A

Used to describe regression applications having a single independent variable.

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12
Q

multiple linear regression

A

Used to describe regression applications having two or more independent variables.

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13
Q

What is the principal advantage of the regression analysis method?

A

It is a unique estimate that produces the least estimation error. However, it can be strongly influenced by outlier data.

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14
Q

What is the goal when choosing independent variables in the regression analysis method?

A

The goal is to choose variables that (1) change when the dependent variable changes, that is, there is a predictive relationship (correlation) between the dependent and the independent variables and (2) do not duplicate other independent variables.

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15
Q

dummy variable

A

Used in a regression model to represent the presence or absence of a condition.

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16
Q

R-squared

A

A number between zero and one. Often it is described as a measure of the explanatory power of the regression; that is, the degree to which changes in the dependent variable can be explained by changes in the independent variable.

17
Q

t-value

A

A measure of the reliability of each of the independent variables.

18
Q

multicollinearity

A

The condition when two or more independent variables are highly correlated with each other.

19
Q

standard error of the estimate (SE)

A

A measure of the dispersion of the actual observations around the regression line; as such it provides a measure of the accuracy of the regression’s estimates.

20
Q

confidence interval (CI)

A

When using regression analysis to estimate costs, the CI refers to a range around the regression line within which the management accountant can be confident the actual value of the predicted cost will likely fall.

21
Q

p-value

A

Measures the risk that a particular independent variable has only a chance relationship to the dependent variable.

22
Q

time-series regression

A

The application of regression analysis to predict future amounts, using prior periods’ data.

23
Q

cross-sectional regression

A

A method of cost estimation for a particular cost object based on information on other cost objects and variables, where the information for all variables is taken from the same period of time.

24
Q

True or false: the linear regression estimates are reliable when the data relationships are nonlinear.

A

False; they are not reliable when the data relationships are nonlinear.

25
Q

The __________ cannot be adapted for nonlinearity, but ________ can be adapted for nonlinear relationships.

A

high-low method; regression analysis

26
Q

trend variable

A

A variable in a regression model that takes on values of 1, 2, 3, . . . for each period in sequence.

27
Q

learning curve analysis

A

A systematic method for estimating costs when learning is present.

28
Q

learning rate

A

The percentage by which average time (or total time) falls from previous levels as output doubles.