# University of the Cumberlands Regression Questions

Question Description

I’m working on a economics multi-part question and need support to help me study.

A. The data in the file attached contains information on your firm’s sales per capita, advertising expenditure per capita, and average local income.Regress sales per capita on advertising expenditure per capita, controlling for local income as an interval variable, where intervals are <\$35,000, \$35,000\$44,999, \$45,000\$54,999, and \$55,000+, and <\$35,000 is the base group.For the remainder of the question, assume the data-generating process isSalesperCapitai = ? + ?1AdExpperCapitai + ?2Inc35-45i + ?3Inc45-55i + ?4Inc55i + Ui and that all other necessary assumptions toward establishing causality and performing inference hold.Interpret the coefficients for the income intervals from your regression.According to this regression, what is the effect on sales per capita when average local income increases from \$35,000?\$44,999 to \$55,000+?Please refer to this textbox: Prince, J. (2018). Predictive Analytics for Business Strategy. McGraw-Hill 1 attachmentsSlide 1 of 1attachment_1attachment_1.slider-slide > img { width: 100%; display: block; }
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Unformatted Attachment Preview

Sales per Capita Advertising Exp per Capita
Avg Local Income
\$10,73
\$1,25
30804
\$15,56
\$1,52
50680
\$12,53
\$1,22
31505
\$14,38
\$1,45
59859
\$12,75
\$1,58
65718
\$15,04
\$1,16
60858
\$14,07
\$1,33
63615
\$15,20
\$1,05
28837
\$12,68
\$1,63
62017
\$13,64
\$1,36
36390
\$15,93
\$1,62
63832
\$13,81
\$1,28
48103
\$10,84
\$1,30
34481
\$14,41
\$1,46
40696
\$11,97
\$1,07
41557
\$14,39
\$1,24
61420
\$14,48
\$1,50
48545
\$14,64
\$1,59
47667
\$12,94
\$1,12
57337
\$12,04
\$0,87
34193
\$13,97
\$1,30
46357
\$15,22
\$1,06
47852
\$12,78
\$1,23
31231
\$13,89
\$1,50
48835
\$11,25
\$1,28
46633
\$13,31
\$1,14
39840
\$12,81
\$1,60
55716
\$12,78
\$1,49
53759
\$13,46
\$1,20
42530
\$12,96
\$1,64
40563
\$12,74
\$1,30
40666
\$13,07
\$1,42
37347
\$14,89
\$1,62
62629
\$14,26
\$1,17
43950
\$14,39
\$1,75
64078
\$13,63
\$1,64
64529
\$15,26
\$1,05
60653
\$12,68
\$1,13
48035
\$13,11
\$1,43
49344
\$15,47
\$1,27
61743
\$12,77
\$1,25
63889
\$14,47
\$1,51
66324
\$12,54
\$1,22
41761
\$13,82
\$1,58
48928
\$14,61
\$1,69
51361
\$13,60
\$1,35
39107
\$12,81
\$14,50
\$13,69
\$13,47
\$13,15
\$13,87
\$16,89
\$12,23
\$12,11
\$10,79
\$12,17
\$15,86
\$14,97
\$12,15
\$13,06
\$13,89
\$12,76
\$13,88
\$14,64
\$14,72
\$11,57
\$12,31
\$13,35
\$15,75
\$10,62
\$13,93
\$14,78
\$13,91
\$13,58
\$13,40
\$11,46
\$11,11
\$13,79
\$14,82
\$13,77
\$12,47
\$12,10
\$13,23
\$10,24
\$13,77
\$13,66
\$15,48
\$14,09
\$12,30
\$13,68
\$14,60
\$13,40
\$1,08
\$1,25
\$1,45
\$1,28
\$1,55
\$1,37
\$1,36
\$1,06
\$1,33
\$0,74
\$1,63
\$1,34
\$1,34
\$1,20
\$1,24
\$1,85
\$1,14
\$1,29
\$1,42
\$0,95
\$1,30
\$1,18
\$1,10
\$1,37
\$1,16
\$1,53
\$1,45
\$1,40
\$1,27
\$1,15
\$1,31
\$1,29
\$1,71
\$1,33
\$1,45
\$1,61
\$1,16
\$1,36
\$1,63
\$1,51
\$1,29
\$1,45
\$1,56
\$1,28
\$1,26
\$1,29
\$1,21
51459
31477
62890
33064
64898
32467
37500
35976
54959
31827
60099
39278
65539
32186
30298
63625
36260
29989
43425
30718
45633
38221
28282
39117
28069
60407
44165
29470
63947
33369
31069
36320
44846
60760
33271
50649
40652
50785
49833
45068
42807
53543
62820
38859
40702
58120
43418
\$12,20
\$13,04
\$14,40
\$14,99
\$16,38
\$13,23
\$13,50
\$12,54
\$13,38
\$12,84
\$12,66
\$12,98
\$12,39
\$11,68
\$14,21
\$13,87
\$14,38
\$14,28
\$13,54
\$14,76
\$15,47
\$12,02
\$12,69
\$13,77
\$14,75
\$13,97
\$13,75
\$11,86
\$14,45
\$11,63
\$13,19
\$12,28
\$15,56
\$13,03
\$9,91
\$13,67
\$16,18
\$16,35
\$13,29
\$12,35
\$12,55
\$13,84
\$12,63
\$15,15
\$14,70
\$13,84
\$12,91
\$1,23
\$1,60
\$1,41
\$1,34
\$1,50
\$1,06
\$1,34
\$1,53
\$1,74
\$1,27
\$1,24
\$1,35
\$1,38
\$1,34
\$1,24
\$1,46
\$1,61
\$1,25
\$1,66
\$1,43
\$1,94
\$1,60
\$1,11
\$1,72
\$1,31
\$1,15
\$1,14
\$1,40
\$1,32
\$1,36
\$0,91
\$1,38
\$1,16
\$1,47
\$1,80
\$1,87
\$1,93
\$1,52
\$1,80
\$1,42
\$1,34
\$1,61
\$1,33
\$1,30
\$1,44
\$1,75
\$1,50
50274
45724
54446
30218
45554
28674
51939
36815
34599
32198
48160
49688
28442
31295
62359
64781
56258
45783
53459
57696
51462
35601
37031
48509
47326
36542
50437
60501
44381
54730
30211
48835
43918
31609
59359
54386
65989
41470
65531
34758
60157
60166
62005
49696
59502
59631
63002
\$13,10
\$14,52
\$15,09
\$12,58
\$13,05
\$12,75
\$14,30
\$12,36
\$14,99
\$13,91
\$12,63
\$12,78
\$12,09
\$15,33
\$13,08
\$11,80
\$13,03
\$13,62
\$11,30
\$14,82
\$14,37
\$13,57
\$13,26
\$13,01
\$13,34
\$16,12
\$12,08
\$12,19
\$14,85
\$12,66
\$13,97
\$13,42
\$11,82
\$15,62
\$14,33
\$12,28
\$12,74
\$14,81
\$12,32
\$11,73
\$13,19
\$12,17
\$11,49
\$12,75
\$15,23
\$16,74
\$13,72
\$1,72
\$1,05
\$1,53
\$0,89
\$1,30
\$0,88
\$1,56
\$1,57
\$1,17
\$1,23
\$1,10
\$1,26
\$1,36
\$1,19
\$1,39
\$1,43
\$1,64
\$1,13
\$1,36
\$1,33
\$1,41
\$1,42
\$1,63
\$1,64
\$1,65
\$1,46
\$1,12
\$0,94
\$1,98
\$1,13
\$1,46
\$1,77
\$1,23
\$1,56
\$1,82
\$1,23
\$1,21
\$1,62
\$0,92
\$1,03
\$1,59
\$1,29
\$1,24
\$1,63
\$1,17
\$1,42
\$1,57
41270
48152
52851
41037
41289
33472
53280
34612
54503
28147
29835
49949
45801
43928
62816
51836
57119
46663
42701
63352
44949
55423
48744
66980
65436
63973
42289
28713
51612
60954
55696
62450
35184
57265
61162
51668
49306
36963
39280
36819
38593
34541
48854
46273
35630
34580
66387
\$13,55
\$11,89
\$14,86
\$14,41
\$12,14
\$12,72
\$13,33
\$14,47
\$14,13
\$15,51
\$12,97
\$12,24
\$11,89
\$13,19
\$13,90
\$14,89
\$15,31
\$13,43
\$12,93
\$14,99
\$14,09
\$14,50
\$13,72
\$12,06
\$12,18
\$12,03
\$14,04
\$12,11
\$12,21
\$13,37
\$13,71
\$10,99
\$13,68
\$12,09
\$13,32
\$11,74
\$12,30
\$11,38
\$13,12
\$12,65
\$16,15
\$12,82
\$13,97
\$12,08
\$13,38
\$15,13
\$16,14
\$1,19
\$1,19
\$1,22
\$1,60
\$1,03
\$1,64
\$1,71
\$1,51
\$1,35
\$1,54
\$1,37
\$1,73
\$1,22
\$1,66
\$1,66
\$1,46
\$1,61
\$1,50
\$1,76
\$1,55
\$1,25
\$1,67
\$1,34
\$1,38
\$1,68
\$1,02
\$1,22
\$1,04
\$1,29
\$1,26
\$1,11
\$1,17
\$1,31
\$1,51
\$1,59
\$1,07
\$1,33
\$1,04
\$1,21
\$1,26
\$1,43
\$1,25
\$1,47
\$1,29
\$0,89
\$1,57
\$1,17
41698
37436
51526
34096
29336
30783
42985
55489
47120
52003
47426
64763
28599
51709
60675
32749
62738
44322
47166
55370
52778
48218
54228
54963
61411
29146
53944
54185
28747
28592
38826
59364
50970
63667
56936
38810
45661
32470
55511
37851
48452
51358
42424
30417
35957
28745
66184
\$11,06
\$11,24
\$11,82
\$11,72
\$1,25
\$1,49
\$0,83
\$1,50
51141
49432
28079
38102

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Tags:
expenditure per capita

sales per capita

income intervals

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