Question: In this exercise, we are going to work with the housing market data. Data in file Housing_Market.xls provides quarterly data of the number

In this exercise, we are going to work with the housing market data. Data in file "Housing_Market.xls" provides quarterly data of the number of housing starts in Texas from 1998 to 2011. Housing starts reflects the number of privately owned new houses on which construction has been started in a given period. The dataset includes information data on the unemployment rate, real gross state product (GSP), GSP growth, sales of lumber, sheet goods, and miscellaneous hardware.

1.Construct a time series plot of housing starts. Do you see a pattern in the data?

2.Use exponential smoothing with =0.4 to develop a forecast of housing starts for the first quarter of 2012.

3.Compute the accuracy of your forecast using all three measures discussed in the class?

4.Applying the forecast accuracy measures, would you prefer a smoothing constant of =0.2, =0.3, or =0.4 for the housing start time series? Are the conclusions the same regardless of the choice of the forecast accuracy measure?

5.Compute four-quarter and five-quarter moving averages for the housing starts time series.

6.Compute the forecast accuracy of the four-quarter and five-quarter moving averages.

7.Do you think moving average and exponential smoothing are appropriate forecasting methods for Housing starts time series? Why?

state Year Quarter Unemployment rate Housing starts
TX 1998 1 4.97 22859
TX 1998 2 4.90 24001
TX 1998 3 5.00 25140
TX 1998 4 4.90 25812
TX 1999 1 4.70 25253
TX 1999 2 4.73 24736
TX 1999 3 4.80 25253
TX 1999 4 4.67 24262
TX 2000 1 4.57 27173
TX 2000 2 4.47 25036
TX 2000 3 4.30 26111
TX 2000 4 4.20 27271
TX 2001 1 4.30 27520
TX 2001 2 4.73 27886
TX 2001 3 5.23 26738
TX 2001 4 5.80 27553
TX 2002 1 6.20 28418
TX 2002 2 6.37 30297
TX 2002 3 6.40 30468
TX 2002 4 6.53 31291
TX 2003 1 6.67 30741
TX 2003 2 6.83 31882
TX 2003 3 6.80 35414
TX 2003 4 6.50 33715
TX 2004 1 6.23 35268
TX 2004 2 6.07 35494
TX 2004 3 5.93 35854
TX 2004 4 5.83 35898
TX 2005 1 5.60 37776
TX 2005 2 5.40 39176
TX 2005 3 5.30 41906
TX 2005 4 5.20 45821
TX 2006 1 5.10 43965
TX 2006 2 5.07 41509
TX 2006 3 4.90 37650
TX 2006 4 4.60 35797
TX 2007 1 4.40 33977
TX 2007 2 4.30 30134
TX 2007 3 4.30 27351
TX 2007 4 4.40 24693
TX 2008 1 4.37 22366
TX 2008 2 4.57 21449
TX 2008 3 5.07 18949
TX 2008 4 5.73 14586
TX 2009 1 6.57 13817
TX 2009 2 7.37 15732
TX 2009 3 7.93 18630
TX 2009 4 8.13 18024
TX 2010 1 8.20 18634
TX 2010 2 8.17 16717
TX 2010 3 8.13 14619
TX 2010 4 8.20 15265
TX 2011 1 8.03 14991
TX 2011 2 8.07 15584
TX 2011 3 8.03 16223
TX 2011 4 7.60 17201

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