Question

why we use type 3 sum of square in SPSS program for two way ANOVA?

why we use type 3 sum of square in SPSS program for two way ANOVA?

Homework Answers

Answer #1

Type III sum of squares :

i) First compare the full model with both factors and interaction to the model with only factor 2 and the interaction.

ii) Then, compare the full model with both factors and interaction to the model with only factor 1 and the interaction.

iii) Finally, compare the full model with both factors and interaction to the model with only factor 1 and factor 2.

Type III sum of squares always takes into account an interaction term.

Type I sum of squares are appropriate if you are interested in the incremental effects of adding terms to a model. However, the conclusions will depend on the order in which the terms are entered. If there is really no interaction, Type-II and Type-III are the same for the main effects, and Type-II will have more power.

But, the interaction effect was added for a reason, so in the end, you will use the Type-III sum of squares.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
3. How many F ratios are calculated for two-way ANOVA and why?
3. How many F ratios are calculated for two-way ANOVA and why?
Question 9 If you conduct a One-Way ANOVA in SPSS and it is significant, which of...
Question 9 If you conduct a One-Way ANOVA in SPSS and it is significant, which of the following statements is true? not all population means are equal it does not indicate which groups significantly differ from others all statements are true reject the null hypothesis Question 7 In an ANOVA, the higher the F ratio, the more likely you are to make a Type I Error make a Type II Error correctly reject the null hypothesis correctly accept the null...
For a one way ANOVA you know the following: Sum of Squares Total is 1000. The...
For a one way ANOVA you know the following: Sum of Squares Total is 1000. The df treatment = 4 Mean Square Error = 20 The df total = 13 From the above data, we are evaluating whether 4 means could be equal or not True or False (PLEASE SHOW WORK)
Use SPSS and data file: Perform a 2-way ANOVA with participant’s income (INC1) as the dependent...
Use SPSS and data file: Perform a 2-way ANOVA with participant’s income (INC1) as the dependent variable and with gender (GENDER1) and marital status (MSTAT) as independent variables. Interpret your results in the following question. The main effect due to gender indicates that: A. Women earn more than men. B. Men earn more than women. C. Men and women have incomes that are not significantly different. D. Participants earn more than their partners. SPSS DATA: Between-Subjects Factors             ...
Part a: If the interaction in a two-way factorial ANOVA is significant, then A. we need...
Part a: If the interaction in a two-way factorial ANOVA is significant, then A. we need to test for all main effects. B. we need to test for simple effects. C. we need to test for one of the main effects. D. None of above. Part B: When testing for significant mean differences among three groups means, doing independent t tests on all possible pairwise comparisons will A.not change the probability of a Type I error. B. increase the probability...
How does a one-way ANOVA hypothesis test differ from a two-way ANOVA hypothesis test? Provide an...
How does a one-way ANOVA hypothesis test differ from a two-way ANOVA hypothesis test? Provide an example of your own of an experiment that would use a two-way ANOVA.
Working on ANOVA one way test, confused about Sig. = Type I error (p) rate. Using...
Working on ANOVA one way test, confused about Sig. = Type I error (p) rate. Using SPSS and Cronk (I'm at 7.2). Is a high or low number good or bad? I have Sig. numbers of .995, .872, .812. F is .196.
True or False Questions: 1. In one-factor ANOVA, the total sum of squares can be separated...
True or False Questions: 1. In one-factor ANOVA, the total sum of squares can be separated into the sum of squares of treatments and sum of square of error. T/F? 2. The mean sum of square of factor over the mean sum of square of error follows F-distribution. T/F? 3. If the mean sum of square of factor over the mean sum of square of error is 1, we should reject null hypothesis. T/F? 4. ANOVA can't be used when...
If there is an overall significant F in a one-way ANOVA, can we conclude that the...
If there is an overall significant F in a one-way ANOVA, can we conclude that the group membership or treatment variable cause the observed difference in the group means? Why or why not?
Create a hypothetical scenario where you need to use a one-way ANOVA to test your hypothesis....
Create a hypothetical scenario where you need to use a one-way ANOVA to test your hypothesis. In a Word document or PDF answer the questions below. Label your submission clearly so it's easy to figure out which sections you're answering. 1. In a couple sentences, describe the study design and how the independent and dependent variables were measured (mentioning the scale of measurement: nominal, ordinal, interval, ratio). 2. In SPSS, create a set of data that has at least 10...