41, A researcher wants to understand how an annual mortgage payment (in dollars) depends on income level and zonal location using a two-way ANOVA without interaction. The data and an incomplete ANOVA table are shown below. Income (Factor A) High 60 Medium Low 25 Downtown 55 SUpuros 7U 75 100 Zonal Location (Factor B) Midton Uptown 30 35 40 10 25 20 Source of Variation df MS F Rows (Factor B) Columns (Factor A) Error 1,985.42 1,137.50 Total 7,456.25 How many degrees of freedom are there for factors A and B? А. 2, 3 В. 3, 4 С. 3, 6 D. 2, 4
41, A researcher wants to understand how an annual mortgage payment (in dollars) depends on income level and zonal location using a two-way ANOVA without interaction. The data and an incomplete ANOVA table are shown below. Income (Factor A) High 60 Medium Low 25 Downtown 55 SUpuros 7U 75 100 Zonal Location (Factor B) Midton Uptown 30 35 40 10 25 20 Source of Variation df MS F Rows (Factor B) Columns (Factor A) Error 1,985.42 1,137.50 Total 7,456.25 How many degrees of freedom are there for factors A and B? А. 2, 3 В. 3, 4 С. 3, 6 D. 2, 4
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:41. A researcher wants to understand how an annual mortgage payment (in dollars) depends on
income level and zonal location using a two-way ANOVA without interaction. The data and an
incomplete ANOVA table are shown below.
Low
25
Income (Factor A)
Medium
55
High
60
Downtown
Suburbs
70
100
Zonal Location (Factor B)
Midtumm
30
35
40
Uptown
10
25
20
Source of Varlation
SS
df
MS
Rows (Factor B)
1985 42
Columns (Factor A)
113750
Error
Total
7456.25
How many degrees of freedom are there for factors A and B?
A. 2, 3
В. 3, 4
С. 3, 6
D. 2, 4
42. A researcher with the Ministry of Transportation is commissioned to study the drive times to
work (one-way) for U.S. cities. The underlying hypothesis is that average commute times are
different across cities, To test the hypothesis, the researcher randomly selects six people from
each of the four cities and records their one-way commute times to work. Refer to the below
data on one-way commute times (in minutes) to work. Note that the grand mean is 36.625.
Houston
Charlotte
25
Tucson
25
Akron
45
10
15
105
35
19
15
55
10
30
10
50
70
35
24:333
10
74.167
36.667
10.833
524167
436.667
32167
14.167
Which of the following is the mean square for treatments?
A. 18,567.63
B. 13,281.79
C. 5,285.83
D. 4,427.26
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