To answer item 17 to 23, use MS Excel data analysis Consider the following data set, in which a maker of asphalt shingles is interested in the relationship between sales for a particular year and factors that influence sales. X1 - promotional accounts; X3 - Competing brands X2 - Active accounts; X4 - Potential and Y - sales in thousands of $ The multiple regression model do not fit the data at 1% level of significance. True False

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.6: Regression And Median-fit Lines
Problem 6PPS
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Related questions
Question
X1
5.5
2.5
8
3
3
2.9
8
9
4
6.5
5.5
5
6
5
3.5
X2
31
55
67
50
38
71
30
56
42
73
60
44
50
39
55
X3
10
8
12
7
81212585nn6mm
10
10
X4
8
6
9
16
15
17
8
10
4
16
7
12
6
4
4
Y
79.3
200.1
163.2
200.1
146
177.7
30.9
291.9
160
339.4
159.6
86.3
237.5
107.2
155
Transcribed Image Text:X1 5.5 2.5 8 3 3 2.9 8 9 4 6.5 5.5 5 6 5 3.5 X2 31 55 67 50 38 71 30 56 42 73 60 44 50 39 55 X3 10 8 12 7 81212585nn6mm 10 10 X4 8 6 9 16 15 17 8 10 4 16 7 12 6 4 4 Y 79.3 200.1 163.2 200.1 146 177.7 30.9 291.9 160 339.4 159.6 86.3 237.5 107.2 155
To answer item 17 to 23, use MS Excel data analysis
Consider the following data set, in which a maker of asphalt shingles is
interested in the relationship between sales for a particular year and
factors that influence sales.
X1 - promotional accounts; X3 - Competing brands
X2 - Active accounts; X4 - Potential and Y - sales in thousands of $
The multiple regression model do not fit the
data at 1% level of
significance.
True
False
Transcribed Image Text:To answer item 17 to 23, use MS Excel data analysis Consider the following data set, in which a maker of asphalt shingles is interested in the relationship between sales for a particular year and factors that influence sales. X1 - promotional accounts; X3 - Competing brands X2 - Active accounts; X4 - Potential and Y - sales in thousands of $ The multiple regression model do not fit the data at 1% level of significance. True False
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