I want to explain these outpu
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
I want to explain these outputs?

Transcribed Image Text:ects
atist
of E
een-
eatm
F
Estimated Marginal Means
Shoot_lenght
Source
Corrected Model
Intercept
Treatment
Type
Treatment Type
Error
Total
Dependent Variable: Shoot_lenght
Type III Sum
of Squares
3238.357
12.50
10.00
7.50
Based on Mean
Based on Median
Based on Median and
with adjusted df
5.00
2.50
Based on trimmed mean
9.423
9
290
Tests the null hypothesis that the error variance of the dependent variable is equal across
groups.
a. Dependent variable: Shoot_lenght
b. Design: Intercept + Treatment + Type + Treatment * Type
.00
quanty of Error variances
Levene
Statistic
Tests of Between-Subjects Effects
13122.097
2539.262
370.715
237.128
2242.961
18959.040
Corrected Total
5481.318
a. R Squared=591 (Adjusted R Squared= .578)
Omani
df
9
1
4
1
4
10.812
7.582
7.582
290
300
299
Mean Square
359.817
13122.097
634.816
370.715
59.282
7.734
df1
9
9
Type
9
df2
F
46.522
1696.600
82.077
47.931
7.665
290
290
155.286
Sig
.000
000
000
.000
000
Sig
000
000
000
000
Estimated Marginal Means of Shoot_lenght
Improve
11:06 PM
Treatment
control
3dS
6dS
9dS
12dS
70
11:07 PM

Transcribed Image Text:3dS
6dS
9dS
Value Label
Treatment 1.00
control
2.00
3dS
3.00
6dS
4.00
9dS
5.00
12dS
1.00
Omani
2.00 Improve
Type
Dependent Variable: Shoot_lenght
Treatment
Mean
control
Between-Subjects Factors
12dS
Total
Descriptive Statistics
N
Type
Omani
8.4000
Improve
5.9107
Total
7.2383
Omani
13.8156
Improve
8.2571
Total
11.2217
Omani
8.2719
Improve 7.6036
Total
7.9600
Omani
5.1719
Improve 3.6250
Total
4.4500
Omani
3.0531
Improve 2.1750
Total
2.6433
Omani
7.7425
Improve
5.5143
Total
6.7027
60
60
60
60
60
160
140
Std. Deviation
2.65500
2.12435
2.70875
4.09217
4.01870
4.89995
4.38349
2.40839
3.58657
1.84745
1.22826
1.75765
1.06316
70900
1.00951
4.75325
3.30495
4.28161
N
32
28
60
32
28
60
32
28
60
32
28
60
32
28
60
160
140
300
11:06
11:00
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