24. An advantage of a weighted moving average is that recent actual results can be given more
importance than what occurred a while ago.
TRUE
Weighted moving averages can be adjusted to make more recent data more important in setting the
forecast.
25. Exponential smoothing is a form of weighted averaging.
TRUE
The most recent period is given the most weight, but prior periods also factor in.
26. A smoothing constant of .1 will cause an exponential smoothing forecast to react more quickly
to a sudden change than a smoothing constant value of .3.
FALSE
Smaller smoothing constants result in less reactive forecast models.
27. The T in the model TAF = S+T represents the time dimension (which is usually expressed in
weeks or months).
FALSE
The T represents the trend dimension.
28. Trend adjusted exponential smoothing requires selection of two smoothing constants.
TRUE
One is for the trend and one is for the random error.
29. An advantage of “trend adjusted exponential smoothing” over the “linear trend equation” is its
ability to adjust over time to changes in the trend.
TRUE
A linear trend equation assumes a constant trend; trend adjusted smoothing allows for changes in the
underlying trend.
30. A seasonal relative (or seasonal indexes) is expressed as a percentage of average or trend.
TRUE
Seasonal relatives are used when the seasonal effect is multiplicative rather than additive.
31. In order to compute seasonal relatives, the trend of past data must be computed or known
which means that for brand new products this approach can’t be used.
TRUE
Computing seasonal relatives depends on past data being available.
32. Removing the seasonal component from a data series (de-seasonalizing) can be accomplished
by dividing each data point by its appropriate seasonal relative.
TRUE
Deseasonalized data points have been adjusted for seasonal influences.
33. If a pattern appears when a dependent variable is plotted against time, one should use time
series analysis instead of regression analysis.
TRUE
Patterns reflect influences such as trends or seasonality that go against regression analysis assumptions.
34. Curvilinear and multiple regression procedures permit us to extend associative models to
relationships that are non-linear or involve more than one predictor variable.
TRUE
Regression analysis can be used in a variety of settings.
35. The sample standard deviation of forecast error is equal to the square root of MSE.