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Question
How to use the Chi squared test?
Answer
1. It's a goodness of fit. You compare a table
i......l
jnij Lj
...
...
cCi n
To a table with eij being each cell's Lj×Ci÷n

Then
\(\chi^2=\sum_i^l\sum_j^c{(n_{ij}-e_{ij})^2\over e_{ij}}\)

OR if there is a eij <=5
\(\chi^2=\sum_i^l\sum_j^c{(|n_{ij}-e_{ij}|-.5)^2\over e_{ij}}\)

ie using the Yates correction

A right tail area < alpha rejects H0 , left tail < alpha means the fit is TOO GOOD.
Cheating in results?

Question
How to use the Chi squared test?
Answer
?

Question
How to use the Chi squared test?
Answer
1. It's a goodness of fit. You compare a table
i......l
jnij Lj
...
...
cCi n
To a table with eij being each cell's Lj×Ci÷n

Then
\(\chi^2=\sum_i^l\sum_j^c{(n_{ij}-e_{ij})^2\over e_{ij}}\)

OR if there is a eij <=5
\(\chi^2=\sum_i^l\sum_j^c{(|n_{ij}-e_{ij}|-.5)^2\over e_{ij}}\)

ie using the Yates correction

A right tail area < alpha rejects H0 , left tail < alpha means the fit is TOO GOOD.
Cheating in results?
If you want to change selection, open document below and click on "Move attachment"

pdf

owner: naxplast06 - (no access) - Deviant S. - The Practically Cheating Statistics Handbook (2010, CreateSpace Independent Publishing Platform).pdf, p150

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