Question
Barbara Lynch is the product manager for a line of skiwear produced by HeathCo Industries and privately branded for sale under several different names, including
Barbara Lynch is the product manager for a line of skiwear produced byHeathCoIndustries and privately branded for sale under several different names, including Northern Slopes and JacqueMonri. A new part of Ms. Lynchs job is to provide a quarterly forecast of sales for the northern United States: a10-year sales history is shownbelow:(c4p11)
Sales ($000)
Year
1st Quarter
2nd Quarter
3rd Quarter
4th Quarter
2007
$ 72,962
$ 81,921
$ 97,729
$ 142,161
2008
145,592
117,129
114,159
151,402
2009
153,907
100,144
123,242
128,497
2010
176,076
180,440
162,665
220,818
2011
202,415
211,780
163,710
200,135
2012
174,200
182,556
198,990
243,700
2013
253,142
218,755
225,422
253,653
2014
257,156
202,568
224,482
229,879
2015
289,321
266,095
262,938
322,052
2016
313,769
315,011
264,939
301,479
The plot of the sales datashowan upward trend and some seasonality. A linear trend model should capture the overall movement in sales but will not capture what appears to be seasonal fluctuations.
The results show a significant positive trend as demonstrated by the Excel regression results below. Since the graph indicates upward movement in the sales data a positive trend is expected and thus a one tailed t-test is appropriate. We see the t-Stat is VERY large and P/2 = 0.000.
Coefficients
Std Error
t Stat
P-value
P/2
Intercept
88,741.012
8,043.906
11.032
0.000
0.000
Time
5,362.623
341.907
15.684
0.000
0.000
To see more about developing a linear regression model, please watch thisYouTube video.
In this assignment you are to act as the manager of theMid-Valley Travel Agency (MVTA), which hasoffices in 12 cities. The company believes that its monthly airline bookings are related to the mean income in those cities and has collected the following data:(c4p10)
Location
Bookings
Income
Location
Bookings
Income
1
1,098
43,299
7
855
27,482
2
1,131
45,021
8
1,054
33,025
3
1,120
40,290
9
1,081
34,687
4
1,142
41,893
10
982
28,725
5
971
30,620
11
1,098
37,892
6
1,403
48,105
12
1,387
46,198
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