Week 8 Class Assignment
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School
University Of Arizona *
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Course
522
Subject
Industrial Engineering
Date
Jan 9, 2024
Type
docx
Pages
5
Uploaded by BaronParrotMaster742
1 / 1 point
Use the data below (ie. Copy and Paste into an Excel
spreadsheet) to calculate a linear regression using Advertising
(in Thousands of Dollars) as the X variable, and Sales (also in
Thousands of Dollars) at the Y variable. What is the value of the
slope of your linear regression? State your answer accurate to 4
decimal places.
Adversiting ($ks)
Sales ($ks)
366
10541
377
8991
387
5905
418
8251
434
11461
450
6924
457
7347
466
10972
467
7811
468
10559
468
9825
475
9130
479
5116
479
7830
481
8388
490
8588
494
6945
502
7697
505
9655
529
11516
532
11952
533
13547
542
9168
544
11942
547
9917
554
10666
556
9717
560
13457
561
10319
566
9731
566
10279
582
7202
609
12103
612
11482
617
11944
623
9188
Answer:
12.8669
Question
2
1 / 1
point
Use the data below (ie. Copy and Paste into an Excel
spreadsheet) to calculate a linear regression using Advertising
(in Thousands of Dollars) as the X variable, and Sales (also in
Thousands of Dollars) at the Y variable. What is the value of the
Y-intercept of your linear regression? State your answer
accurate to 4 decimal places.
Adversiting ($ks)
Sales ($ks)
366
10541
377
8991
387
5905
418
8251
434
11461
450
6924
457
7347
466
10972
467
7811
468
10559
468
9825
475
9130
479
5116
479
7830
481
8388
490
8588
494
6945
502
7697
505
9655
529
11516
532
11952
533
13547
542
9168
544
11942
547
9917
554
10666
556
9717
560
13457
561
10319
566
9731
566
10279
582
7202
609
12103
612
11482
617
11944
623
9188
Answer:
3073.679
9
Question
3
1 / 1
point
Use the data below (ie. Copy and Paste into an Excel
spreadsheet) to calculate a linear regression using Advertising
(in Thousands of Dollars) as the X variable, and Sales (also in
Thousands of Dollars) at the Y variable. What is the value of the
R^2 of your linear regression? State your answer accurate to 4
decimal places.
Adversiting ($ks)
Sales ($ks)
366
10541
377
8991
387
5905
418
8251
434
11461
450
6924
457
7347
466
10972
467
7811
468
10559
468
9825
475
9130
479
5116
479
7830
481
8388
490
8588
494
6945
502
7697
505
9655
529
11516
532
11952
533
13547
542
9168
544
11942
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547
9917
554
10666
556
9717
560
13457
561
10319
566
9731
566
10279
582
7202
609
12103
612
11482
617
11944
623
9188
Answer:
0.1796
Question
4
1 / 1
point
The following table represents data collected from 20
promotions used to sell a laptop. Data from three independent
variables (Advertising Budget in thousands of dollars, X1, Price
of the laptop, X2, and Price of the Competitor's laptop, X3) was
recorded for each promotion along with the resulting sales, also
in thousands of dollars. Use this data to construct a linear
regression model. Use your model to predict
E(Y/X1=387,X2=93.30,X3=93.85), accurate to 4 decimal places.
Promotion
Adversiting ($ks)
Price ($)
Competition
Price ($)
Sales ($ks)
1
366
90.99
96.95
10541
2
377
90.99
93.99
8991
3
387
94.99
90.99
5905
4
418
96.99
97.95
8251
5
434
92.99
97.95
11461
6
450
95.95
93.95
6924
7
457
93.95
90.99
7347
8
466
91.95
96.95
10972
9
467
96.95
94.99
7811
10
468
92.95
96.95
10559
11
468
97.99
98.95
9825
12
475
91.95
90.99
9130
13
479
99.95
91.95
5116
14
479
96.99
95.95
7830
15
481
91.95
90.95
8388
16
490
96.99
96.99
8588
17
494
96.95
91.95
6945
18
502
98.95
95.95
7697
19
505
94.99
96.99
9655
20
529
93.99
97.95
11516
Answer:
8091.261
9
Question
5
0 / 1
point
What differences do you see between the linear regression
formed using two random variables and that formed using many
random variables?