Hi. Thanks for your great effort. There are 3 values in SPSS output tables regarding crosstab procedure, first is Pearson Chi square value, second is likelihood ratio value, and third is Fisher's exact test value. Which value to choose and report? I noticed that Pearson Chi square value, and likelihood ratio value are always shown in any SPSS crosstab procedure regardless the number of rows and columns and regardless the violation or no violation of Chi square assumptions, whereas Fisher's exact test value is only shown when there is more than 2 by 2 table and there is a violation of Chi square assumptions? Is my notice true or there is another rule behind that?
Madam, can we apply chi square test on ratio data? you have taken location and performance variables as ratio but those are categorical i feel and firm is a nominal. Pls correct me if I'm wrong. Same analysis i need for my study pls pls clarify me madam, thank you
Hi. Thanks for your great effort. There are 3 values in SPSS output tables regarding crosstab procedure, first is Pearson Chi square value, second is likelihood ratio value, and third is Fisher's exact test value. Which value to choose and report? I noticed that Pearson Chi square value, and likelihood ratio value are always shown in any SPSS crosstab procedure regardless the number of rows and columns and regardless the violation or no violation of Chi square assumptions, whereas Fisher's exact test value is only shown when there is more than 2 by 2 table and there is a violation of Chi square assumptions? Is my notice true or there is another rule behind that?
Nice information madm kindly video on normal distribution
Thank you I will upload video on sane topic
Madam, can we apply chi square test on ratio data? you have taken location and performance variables as ratio but those are categorical i feel and firm is a nominal. Pls correct me if I'm wrong. Same analysis i need for my study pls pls clarify me madam, thank you
yes those are categorical (assumption)
When we will apply chi square test
Good question it's a nonparametric test when your data is not normally distributed
Ma'am please enlarge your shared screen, if possible
Your screen is not clear
I will record again