Deck 16: Time Series Forecasting

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Question
A positive autocorrelation implies that negative error terms will be followed by negative error terms.
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Question
Removing the seasonal affect by dividing the actual time series observation by the estimated seasonal factor associated with the time series observation is called deseasonalization.
Question
Dummy variable regression would be an appropriate method to use to forecast a time series that exhibits a linear trend with no seasonal or cyclical patterns.
Question
The Laspeyres index assumes that the base period quantities are used in all successing time periods.
Question
A univariate time series model is used to predict future values of a time series based only upon past values of a time series.
Question
The multiplicative decomposition method should not be used to forecast for a time series with increasing seasonal variation.
Question
Dummy variables are used to model increasing seasonal variation.
Question
The simple exponential forecasting method would not be used to forecast seasonal data.
Question
When using moving averages to estimate the seasonal factors,we need to compute the centered moving average if there are an odd number of seasons.
Question
While a simple index is calculated by using the values of one time series,an aggregate index is computed based on the accumulated values of more than one time series.
Question
Simple exponential smoothing is an appropriate method for prediction purposes when there is a significant trend present in a time series data.
Question
When deseasonalizing a time series observation,the actual time series observation is divided by its seasonal factor.
Question
Exponential smoothing is a forecasting method that applies equal weights to the time series observations.
Question
Holt-Winters' double exponential smoothing would be an appropriate method to use to forecast a time series that exhibits a linear trend with no seasonal or cyclical patterns.
Question
In simple exponential smoothing,the smoothing constant is a number that determines how much weight it is attached to each observation.
Question
The forecaster who uses MSD (mean squared deviations)to measure the effectiveness of forecasting methods would prefer method 1 that results in several smaller forecast errors to method 2 that results in one large forecast error equal to the sum of the absolute values of several small forecast errors given by method 1.
Question
Cyclical variation exists when the magnitude of the seasonal swing does not depend on the level of a time series.
Question
Trend refers to a long-run upward or downward movement of a time series over a period of time.
Question
If a time series has constant seasonal variation,then the forecaster should use the multiplicative decomposition method to forecast future values of the time series.
Question
The purpose of computing moving averages and centred moving averages is to eliminate seasonal variations and irregular component from time series data.
Question
A major drawback of the aggregate price index is that:

A)It does not take into account the fact that some items in the market basket are purchased more frequently than others.
B)It is difficult to compute.
C)It is computed by using the values from a single time series or based on a single product.
D)Percentage comparisons cannot be made to the base year.
Question
When computing moving averages for quarterly sales data,a ______ period moving average is used.

A)2
B)3
C)4
D)5
E)8
Question
Which of the following is not a component of time series?

A)Trend
B)Seasonal
C)Cyclical
D)Irregular
E)Smoothing constant
Question
Suppose that the unadjusted seasonal factor for the month of April is 1.10.The sum of the 12 months' unadjusted seasonal factor values is 12.18.The normalized (adjusted)seasonal factor value for April is:

A)1.1165
B)1.0837
C)1.10
D)1.3398
E)Cannot be determined with the information provided.
Question
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the aggregate price index for 2011.

A)110.67
B)116.67
C)111.11
D)112.56
E)114.86
Question
A time series obtained from quarterly data exhibits an increasing linear trend and constant seasonal variation.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)the Durbin-Watson statistic.
Question
The ________ component of a time series measures the fluctuations in a time series due to economic conditions of prosperity and recession with a duration of approximately 2 years or longer.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
Question
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.


-Compute the Paasche index for 2011.

A)101.68
B)112.67
C)105.46
D)108.41
E)100
Question
In general,the number of dummy variables used to model constant seasonal variation is equal to the number of _______.

A)seasons
B)seasons minus 1
C)seasons plus 1
D)seasons minus 2
E)seasons divided by two
Question
If the errors produced by a forecasting method for 3 observations are +3,+3 and -3,then what is the mean absolute deviation (MAD)?

A)9
B)0
C)3
D)-3
E)15
Question
Periodic patterns in a time series that complete themselves within a calendar year or less and then are repeated on a regular basis represent the __________ component of a time series.

A)trend
B)seasonal variations
C)cycle
D)irregular component
E)random
Question
The _______ component of time series reflects the long-run decline or growth in a time series.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
Question
If the errors produced by a forecasting method for 3 observations are +3,+3 and -3,then what is the mean squared deviation (MSD)?

A)9
B)0
C)3
D)-3
E)2
Question
The ________ component of time series refers to the erratic time-series movement that follows no recognizable or regular pattern.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)predicted
Question
A restaurant has been experiencing higher sales during the weekends compared to the weekdays.Daily restaurant sales patterns for this restaurant over a week are an example of _________ component of time series.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
Question
The no trend time series model is given by:

A) yt=β0+β1t+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } t + \varepsilon _ { t }
B) yt=β0+εty _ { t } = \beta _ { 0 } + \varepsilon _ { t }
C) yt=β0+β1t+β2t2+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } t + \beta _ { 2 } t ^ { 2 } + \varepsilon _ { t }
D) yt=β0+β1lnt+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } \ln t + \varepsilon _ { t }
Question
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the Laspeyres index for 2011.

A)100
B)101.73
C)108.91
D)105.62
E)114.11
Question
In the Durbin-Watson test,if the calculated d-statistic is greater than the upper value of the d-statistic,then:

A)We do not reject H0which says the error terms are not autocorrelated.
B)We do reject H0which says the error terms are not autocorrelated.
C)The test is inconclusive.
D)We do reject H0,which says the error terms are positively or negatively autocorrelated.
Question
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the simple index for the price of fruits,per kilogram,in 2012.

A)75.96
B)131.65
C)118.22
D)124.37
E)152.77
Question
If the errors produced by a forecasting method for 3 observations are -1,-2 and -6,then what is the mean squared deviation (MSD)?

A)9
B)-9
C)3
D)13.67
E)15.99
Question
Seasonal variations are periodic patterns that complete themselves within one ______ or less and then are repeated on a regular basis.

A)day
B)decade
C)week
D)month
E)year
Question
A time series obtained from quarterly data exhibits an increasing linear trend and increasing seasonal variation.Which one of the following would be the most appropriate way to model this time series?

A)Simple exponential smoothing.
B)Multiplicative decomposition.
C)Box-Jenkins methodology.
D)Holt-Winters' double exponential smoothing model.
E)Durbin-Watson statistic.
Question
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MAD?

A)1.3333
B)1.6667
C)2.5
D)3.3333
E)4.5
Question
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean square deviation (MSD).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
Question
A time series exhibits no trend,no seasonal variation,and no cycle.However,the average measurement appears to remain relatively constant over time.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)a no-trend regression model.
Question
In a given week,the TSE (Toronto Stock Exchange)is generally open from Monday through Friday.If we wanted to use multiple regression method with dummy variables to study the impact of the day of the week on stock market performance,we would need ____ dummy variables.

A)5
B)52
C)4
D)3
E)365
Question
Assume that the current date is February 1, 2013. The linear regression model was applied to a monthly time series data based on the last 24 months' sales. (from January 2011 through December 2012). The following partial computer output summarizes the results.
 Coeffficient  Estimate t Intercept 4.32.07 Slope 1.62.98\begin{array} { l c c } \text { Coeffficient } & \text { Estimate } & t \\\text { Intercept } & 4.3 & 2.07 \\\text { Slope } & 1.6 & 2.98\end{array}

-Determine the predicted sales for February 2013.

A)45.9
B)42.7
C)44.3
D)109.1
E)113.4
Question
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the PE?

A)41.28
B)9.10
C)-41.28
D)-9.10
E)1.33
Question
Because the ____________ index employs the base period quantities in all succeeding periods,it allows for ready comparisons for identical quantities of goods purchased between the base period and all succeeding periods.

A)simple
B)aggregate
C)Laspeyres
D)Paasche
E)quantity
Question
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MSD?

A)1.3333
B)1.6667
C)2.5
D)3.3333
E)4.5
Question
In the multiplicative decomposition method,the centered moving averages provide an estimate of:

A)TRt × SNt
B)TRt × CLt
C)SNt × CLt
D)TRt × IRt
E)SNt × IRt
Question
When the magnitude of the seasonal swing does not depend on the level of a time series,we call this _________ seasonal variation.

A)increasing
B)cyclical
C)constant
D)decreasing
E)zero
Question
When there is _______________ seasonal variation,the magnitude of the seasonal swing does not depend on the level of the time series.
Question
Assume that the current date is February 1, 2013. The linear regression model was applied to a monthly time series data based on the last 24 months' sales. (from January 2011 through December 2012). The following partial computer output summarizes the results.
 Coeffficient  Estimate t Intercept 4.32.07 Slope 1.62.98\begin{array} { l c c } \text { Coeffficient } & \text { Estimate } & t \\\text { Intercept } & 4.3 & 2.07 \\\text { Slope } & 1.6 & 2.98\end{array}

-The actual sales for February 2013 were 43.7.What is the forecast error for February 2013?

A)1.05
B)2.2
C)-2.2
D)0.95
E)4.84
Question
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean absolute deviation (MAD).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
Question
A time series exhibits no trend,no seasonal variation,and no cycle.However,the average measurement is changing slowly over time.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)a no-trend regression model.
Question
When using simple exponential smoothing,the value of the smoothing constant must be between ____ and ____.

A)0,×
B)0,100
C)-1,1
D)-1,0
E)0,1
Question
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean absolute deviation (MAPE).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
Question
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MAPE?

A)41.28
B)9.10
C)-41.28
D)-9.10
E)1.33
Question
The demand for a product for the last six years has been 15,15,17,18,20,and 19.The manager wants to predict the demand for this time series using the following simple linear trend equation: trt= 12 + 2t.What are the forecast errors for the 5th and 6th years?

A)0,-3
B)0,+3
C)+2,+5
D)-2,-5
E)-1,-4
Question
A simple index is obtained by dividing the current value of a time series by the value of a time series in the _____ time period and by multiplying this ratio by 100.
Question
In the multiplicative decomposition method,the _________ moving average provides an estimate of TRt × CLt
Question
The basic difference between MAD and MSD is that MSD,unlike MAD,penalizes a forecasting technique much more for _____ errors.
Question
Periodic patterns in time series that repeat themselves within a calendar year or less are referred to as _____.
Question
When deseasonalizing time series observations,we divide the actual time series observation by its ___________.
Question
Weighting in exponential smoothing is accomplished by the use of a _____.
Question
The Durbin-Watson statistic is used to detect _____.
Question
Although the ________ index allows us to compare each period to the base period,it is difficult to compare the index at other points in time.
Question
The Laspeyres index and the Paasche index are both examples of _________ aggregate price indexes.
Question
The recurring up-and-down movement of a time series around trend levels that last more than one calendar year is called _____.
Question
The _______________ index is most useful if the base quantities provide a reasonable representation of consumption patterns in succeeding time periods.
Question
The _____ test is a test for first-order positive autocorrelation.
Question
When preparing a price index based on multiple products,if the price of each product is weighted by the quantity of the product purchased in a given period of time,the resulting index is called a ___________ price index.
Question
If a time series exhibits increasing seasonal variation,one approach is to first use a ______________ transformation that produces a transformed time series that exhibits constant seasonal variation.
Question
The upward or downward movement that characterizes a time series over a period of time is referred to as _____.
Question
A simple index is computed by using the values of one time series,while the _______ index is based on a "representative shopping basket" consisting of more than one time series.
Question
When using simple exponential smoothing,the more recent the time series observation,the _________ its corresponding weight.
Question
The purpose behind moving averages and centered moving averages is to eliminate season variations and _________.
Question
A positive autocorrelation implies that negative error terms will be followed by _________ error terms.
Question
A forecasting method that weights recent observations more heavily is called _____.
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Deck 16: Time Series Forecasting
1
A positive autocorrelation implies that negative error terms will be followed by negative error terms.
True
2
Removing the seasonal affect by dividing the actual time series observation by the estimated seasonal factor associated with the time series observation is called deseasonalization.
True
3
Dummy variable regression would be an appropriate method to use to forecast a time series that exhibits a linear trend with no seasonal or cyclical patterns.
False
4
The Laspeyres index assumes that the base period quantities are used in all successing time periods.
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5
A univariate time series model is used to predict future values of a time series based only upon past values of a time series.
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6
The multiplicative decomposition method should not be used to forecast for a time series with increasing seasonal variation.
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7
Dummy variables are used to model increasing seasonal variation.
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8
The simple exponential forecasting method would not be used to forecast seasonal data.
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9
When using moving averages to estimate the seasonal factors,we need to compute the centered moving average if there are an odd number of seasons.
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10
While a simple index is calculated by using the values of one time series,an aggregate index is computed based on the accumulated values of more than one time series.
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11
Simple exponential smoothing is an appropriate method for prediction purposes when there is a significant trend present in a time series data.
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12
When deseasonalizing a time series observation,the actual time series observation is divided by its seasonal factor.
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13
Exponential smoothing is a forecasting method that applies equal weights to the time series observations.
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14
Holt-Winters' double exponential smoothing would be an appropriate method to use to forecast a time series that exhibits a linear trend with no seasonal or cyclical patterns.
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15
In simple exponential smoothing,the smoothing constant is a number that determines how much weight it is attached to each observation.
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16
The forecaster who uses MSD (mean squared deviations)to measure the effectiveness of forecasting methods would prefer method 1 that results in several smaller forecast errors to method 2 that results in one large forecast error equal to the sum of the absolute values of several small forecast errors given by method 1.
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17
Cyclical variation exists when the magnitude of the seasonal swing does not depend on the level of a time series.
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18
Trend refers to a long-run upward or downward movement of a time series over a period of time.
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19
If a time series has constant seasonal variation,then the forecaster should use the multiplicative decomposition method to forecast future values of the time series.
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20
The purpose of computing moving averages and centred moving averages is to eliminate seasonal variations and irregular component from time series data.
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21
A major drawback of the aggregate price index is that:

A)It does not take into account the fact that some items in the market basket are purchased more frequently than others.
B)It is difficult to compute.
C)It is computed by using the values from a single time series or based on a single product.
D)Percentage comparisons cannot be made to the base year.
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22
When computing moving averages for quarterly sales data,a ______ period moving average is used.

A)2
B)3
C)4
D)5
E)8
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23
Which of the following is not a component of time series?

A)Trend
B)Seasonal
C)Cyclical
D)Irregular
E)Smoothing constant
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24
Suppose that the unadjusted seasonal factor for the month of April is 1.10.The sum of the 12 months' unadjusted seasonal factor values is 12.18.The normalized (adjusted)seasonal factor value for April is:

A)1.1165
B)1.0837
C)1.10
D)1.3398
E)Cannot be determined with the information provided.
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25
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the aggregate price index for 2011.

A)110.67
B)116.67
C)111.11
D)112.56
E)114.86
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26
A time series obtained from quarterly data exhibits an increasing linear trend and constant seasonal variation.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)the Durbin-Watson statistic.
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27
The ________ component of a time series measures the fluctuations in a time series due to economic conditions of prosperity and recession with a duration of approximately 2 years or longer.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
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28
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.


-Compute the Paasche index for 2011.

A)101.68
B)112.67
C)105.46
D)108.41
E)100
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29
In general,the number of dummy variables used to model constant seasonal variation is equal to the number of _______.

A)seasons
B)seasons minus 1
C)seasons plus 1
D)seasons minus 2
E)seasons divided by two
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30
If the errors produced by a forecasting method for 3 observations are +3,+3 and -3,then what is the mean absolute deviation (MAD)?

A)9
B)0
C)3
D)-3
E)15
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31
Periodic patterns in a time series that complete themselves within a calendar year or less and then are repeated on a regular basis represent the __________ component of a time series.

A)trend
B)seasonal variations
C)cycle
D)irregular component
E)random
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32
The _______ component of time series reflects the long-run decline or growth in a time series.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
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33
If the errors produced by a forecasting method for 3 observations are +3,+3 and -3,then what is the mean squared deviation (MSD)?

A)9
B)0
C)3
D)-3
E)2
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34
The ________ component of time series refers to the erratic time-series movement that follows no recognizable or regular pattern.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)predicted
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35
A restaurant has been experiencing higher sales during the weekends compared to the weekdays.Daily restaurant sales patterns for this restaurant over a week are an example of _________ component of time series.

A)trend
B)seasonal variation
C)cycle
D)irregular component
E)random
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36
The no trend time series model is given by:

A) yt=β0+β1t+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } t + \varepsilon _ { t }
B) yt=β0+εty _ { t } = \beta _ { 0 } + \varepsilon _ { t }
C) yt=β0+β1t+β2t2+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } t + \beta _ { 2 } t ^ { 2 } + \varepsilon _ { t }
D) yt=β0+β1lnt+εty _ { t } = \beta _ { 0 } + \beta _ { 1 } \ln t + \varepsilon _ { t }
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37
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the Laspeyres index for 2011.

A)100
B)101.73
C)108.91
D)105.62
E)114.11
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38
In the Durbin-Watson test,if the calculated d-statistic is greater than the upper value of the d-statistic,then:

A)We do not reject H0which says the error terms are not autocorrelated.
B)We do reject H0which says the error terms are not autocorrelated.
C)The test is inconclusive.
D)We do reject H0,which says the error terms are positively or negatively autocorrelated.
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39
In the following table, we present prices for three commonly used products—bread, fruits, and beverages—for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year ($ per loaf) ($ per kg)($ per L)2008$1.21$2.18$0.752009$1.23$2.35$0.752010$1.29$2.41$0.772011$1.35$2.54$0.772012$1.42$2.87$0.78\begin{array}{|l|l|l|l|}\hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } & (\$ \text { per loaf) } & (\$ \text { per } \mathrm{kg}) & (\$ \text { per } \mathrm{L}) \\\hline 2008 & \$ 1.21 & \$ 2.18 & \$ 0.75 \\\hline 2009 & \$ 1.23 & \$ 2.35 & \$ 0.75 \\\hline 2010 & \$ 1.29 & \$ 2.41 & \$ 0.77 \\\hline 2011 & \$ 1.35 & \$ 2.54 & \$ 0.77 \\\hline 2012 & \$ 1.42 & \$ 2.87 & \$ 0.78 \\\hline\end{array}
Consider a family with the following yearly consumption for these products for the years 2008 through 2012.
 Bread  Fruits  Beverages  Year  (loaves) (kg)(L)20082,2002502,40020092,2002352,45020102,2002102,58020112,2001802,69020122,2001402,810\begin{array} { | l | l | l | l | } \hline &\text { Bread } & \text { Fruits } & \text { Beverages } \\\hline \text { Year } &\text { (loaves) } & (\mathrm{kg}) & (\mathrm{L}) \\\hline \mathbf { 2 0 0 8 } & 2,200 & 250 & 2,400 \\\hline \mathbf { 2 0 0 9 } & 2,200 & 235 & 2,450 \\\hline \mathbf { 2 0 1 0 } & 2,200 & 210 & 2,580 \\\hline \mathbf { 2 0 1 1 } & 2,200 & 180 & 2,690 \\\hline \mathbf { 2 0 1 2 } & 2,200 & 140 & 2,810 \\\hline\end{array}
Answer the following questions using 2008 as the base year.

-Compute the simple index for the price of fruits,per kilogram,in 2012.

A)75.96
B)131.65
C)118.22
D)124.37
E)152.77
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40
If the errors produced by a forecasting method for 3 observations are -1,-2 and -6,then what is the mean squared deviation (MSD)?

A)9
B)-9
C)3
D)13.67
E)15.99
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41
Seasonal variations are periodic patterns that complete themselves within one ______ or less and then are repeated on a regular basis.

A)day
B)decade
C)week
D)month
E)year
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42
A time series obtained from quarterly data exhibits an increasing linear trend and increasing seasonal variation.Which one of the following would be the most appropriate way to model this time series?

A)Simple exponential smoothing.
B)Multiplicative decomposition.
C)Box-Jenkins methodology.
D)Holt-Winters' double exponential smoothing model.
E)Durbin-Watson statistic.
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43
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MAD?

A)1.3333
B)1.6667
C)2.5
D)3.3333
E)4.5
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44
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean square deviation (MSD).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
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45
A time series exhibits no trend,no seasonal variation,and no cycle.However,the average measurement appears to remain relatively constant over time.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)a no-trend regression model.
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46
In a given week,the TSE (Toronto Stock Exchange)is generally open from Monday through Friday.If we wanted to use multiple regression method with dummy variables to study the impact of the day of the week on stock market performance,we would need ____ dummy variables.

A)5
B)52
C)4
D)3
E)365
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47
Assume that the current date is February 1, 2013. The linear regression model was applied to a monthly time series data based on the last 24 months' sales. (from January 2011 through December 2012). The following partial computer output summarizes the results.
 Coeffficient  Estimate t Intercept 4.32.07 Slope 1.62.98\begin{array} { l c c } \text { Coeffficient } & \text { Estimate } & t \\\text { Intercept } & 4.3 & 2.07 \\\text { Slope } & 1.6 & 2.98\end{array}

-Determine the predicted sales for February 2013.

A)45.9
B)42.7
C)44.3
D)109.1
E)113.4
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48
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the PE?

A)41.28
B)9.10
C)-41.28
D)-9.10
E)1.33
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49
Because the ____________ index employs the base period quantities in all succeeding periods,it allows for ready comparisons for identical quantities of goods purchased between the base period and all succeeding periods.

A)simple
B)aggregate
C)Laspeyres
D)Paasche
E)quantity
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50
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MSD?

A)1.3333
B)1.6667
C)2.5
D)3.3333
E)4.5
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51
In the multiplicative decomposition method,the centered moving averages provide an estimate of:

A)TRt × SNt
B)TRt × CLt
C)SNt × CLt
D)TRt × IRt
E)SNt × IRt
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52
When the magnitude of the seasonal swing does not depend on the level of a time series,we call this _________ seasonal variation.

A)increasing
B)cyclical
C)constant
D)decreasing
E)zero
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53
When there is _______________ seasonal variation,the magnitude of the seasonal swing does not depend on the level of the time series.
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54
Assume that the current date is February 1, 2013. The linear regression model was applied to a monthly time series data based on the last 24 months' sales. (from January 2011 through December 2012). The following partial computer output summarizes the results.
 Coeffficient  Estimate t Intercept 4.32.07 Slope 1.62.98\begin{array} { l c c } \text { Coeffficient } & \text { Estimate } & t \\\text { Intercept } & 4.3 & 2.07 \\\text { Slope } & 1.6 & 2.98\end{array}

-The actual sales for February 2013 were 43.7.What is the forecast error for February 2013?

A)1.05
B)2.2
C)-2.2
D)0.95
E)4.84
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55
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean absolute deviation (MAD).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
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56
A time series exhibits no trend,no seasonal variation,and no cycle.However,the average measurement is changing slowly over time.The most appropriate way to model this time series would be to use

A)simple exponential smoothing.
B)multiplicative decomposition.
C)a multiple regression model with four predictor variables;one for time and three dummy variables.
D)Holt-Winters' double exponential smoothing model.
E)a no-trend regression model.
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57
When using simple exponential smoothing,the value of the smoothing constant must be between ____ and ____.

A)0,×
B)0,100
C)-1,1
D)-1,0
E)0,1
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58
Consider the following time series with forecast values and errors.
 Actual  Demand  Forecast  Demand 1091315151611131210\begin{array} { | l | l | } \hline \begin{array} { l } \text { Actual } \\\text { Demand }\end{array} & \begin{array} { l } \text { Forecast } \\\text { Demand }\end{array} \\\hline 10 & 9 \\\hline 13 & 15 \\\hline 15 & 16 \\\hline 11 & 13 \\\hline 12 & 10 \\\hline\end{array}

-Calculate the mean absolute deviation (MAPE).

A)2.8
B)13.4
C)7.5
D)1.6
E)2.4
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59
 XYZ Company - Annual data \text { XYZ Company - Annual data }
 Actual Demand  Forecasted Demand 151415161718182020222124\begin{array} { c c } \text { Actual Demand } & \text { Forecasted Demand } \\15 & 14 \\15 & 16 \\17 & 18 \\18 & 20 \\20 & 22 \\21 & 24\end{array}

-Based on the information given in the table above,what is the MAPE?

A)41.28
B)9.10
C)-41.28
D)-9.10
E)1.33
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60
The demand for a product for the last six years has been 15,15,17,18,20,and 19.The manager wants to predict the demand for this time series using the following simple linear trend equation: trt= 12 + 2t.What are the forecast errors for the 5th and 6th years?

A)0,-3
B)0,+3
C)+2,+5
D)-2,-5
E)-1,-4
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61
A simple index is obtained by dividing the current value of a time series by the value of a time series in the _____ time period and by multiplying this ratio by 100.
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62
In the multiplicative decomposition method,the _________ moving average provides an estimate of TRt × CLt
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63
The basic difference between MAD and MSD is that MSD,unlike MAD,penalizes a forecasting technique much more for _____ errors.
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64
Periodic patterns in time series that repeat themselves within a calendar year or less are referred to as _____.
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65
When deseasonalizing time series observations,we divide the actual time series observation by its ___________.
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66
Weighting in exponential smoothing is accomplished by the use of a _____.
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67
The Durbin-Watson statistic is used to detect _____.
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68
Although the ________ index allows us to compare each period to the base period,it is difficult to compare the index at other points in time.
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69
The Laspeyres index and the Paasche index are both examples of _________ aggregate price indexes.
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70
The recurring up-and-down movement of a time series around trend levels that last more than one calendar year is called _____.
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71
The _______________ index is most useful if the base quantities provide a reasonable representation of consumption patterns in succeeding time periods.
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72
The _____ test is a test for first-order positive autocorrelation.
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73
When preparing a price index based on multiple products,if the price of each product is weighted by the quantity of the product purchased in a given period of time,the resulting index is called a ___________ price index.
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74
If a time series exhibits increasing seasonal variation,one approach is to first use a ______________ transformation that produces a transformed time series that exhibits constant seasonal variation.
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75
The upward or downward movement that characterizes a time series over a period of time is referred to as _____.
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76
A simple index is computed by using the values of one time series,while the _______ index is based on a "representative shopping basket" consisting of more than one time series.
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77
When using simple exponential smoothing,the more recent the time series observation,the _________ its corresponding weight.
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78
The purpose behind moving averages and centered moving averages is to eliminate season variations and _________.
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79
A positive autocorrelation implies that negative error terms will be followed by _________ error terms.
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80
A forecasting method that weights recent observations more heavily is called _____.
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