Given that x..= 22 Xij = 596 and 2x = 29986 calculate the following The correction factor, CF = The first-row sum: x1. = E; X1j = The second-row sum: x2, = E; x2j = The third-row sum: x3, = Lj X3j = The fourth-row sum: x4, = Ej x4j = The first-column sum: x,1 =£j Xi1 = The second-column sum: x2 = Ej Xi2 = i) ii) iii) iv) %3D %3D v) %3D vi) vii) %3D %3D

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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Given that x..=E£xij = 596 and EEx = 29986 calculate the following quantities:
i)
The correction factor, CF =
The first-row sum: x1. = E; x1j =
The second-row sum: x2, = E; x2j =
The third-row sum: x3. = E; X3j =
The fourth-row sum: x4, = E; x4j =
The first-column sum: x1 = E; xi1 =
The second-column sum: x2 = E; Xi2 =
The third-column sum: x3 = Ei Xi3 =
ii)
ii)
iv)
v)
%3D
vi)
vii)
vii)
ix)
%3D
%3D
SSA=
x)
SSB=
xi)
xii)
xiii)
хiv)
MSA=
MSB=
fA=
fs=
Transcribed Image Text:Given that x..=E£xij = 596 and EEx = 29986 calculate the following quantities: i) The correction factor, CF = The first-row sum: x1. = E; x1j = The second-row sum: x2, = E; x2j = The third-row sum: x3. = E; X3j = The fourth-row sum: x4, = E; x4j = The first-column sum: x1 = E; xi1 = The second-column sum: x2 = E; Xi2 = The third-column sum: x3 = Ei Xi3 = ii) ii) iv) v) %3D vi) vii) vii) ix) %3D %3D SSA= x) SSB= xi) xii) xiii) хiv) MSA= MSB= fA= fs=
The data below was collected from a two-factor ANOVA experiment, factor A has 4 levels and
factor B has 3 levels:
Factor B
1
2
1
60
48
50
Factor A
2
53
50
48
46
44
49
4
51
43
52
Transcribed Image Text:The data below was collected from a two-factor ANOVA experiment, factor A has 4 levels and factor B has 3 levels: Factor B 1 2 1 60 48 50 Factor A 2 53 50 48 46 44 49 4 51 43 52
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