A researcher wants to find out if people have preferences in taste of three kinds of peanut butter (Brand A, Brand B, and Brand C) Eight participants are each asked to taste the three brands of peanut butter in random order The participants are asked to rate the taste of each peanut butter on a 20 point scale (without knowing which brand is which) A high score is a more positive rating Conduct the Friedman's Rank Test for k correlated samples ( 2 F ) using an alpha of 05 Also, conduct a post hoc analysis using the Wilcoxon's Matched Pairs Signed Ranks Test What was the decision regarding the null hypothesis, H 0 1 2 3 Group of answer choices 2 ( N 8, df 2) 9 000, p 011, p 05, there was no significant difference in the dependent variable across the conditions of the independent variable 2 ( N 8, df 2) 2 750, p 011, p 05, there was no significant difference in the dependent variable across the conditions of the independent variable 2 ( N 8, df 2) 9 000, p 011, p 05, there was a significant difference in the dependent variable across the conditions of the independent variable 2 ( N 8, df 2) 2 750, p 011, p 05, there was a significant difference in the dependent variable across the conditions of the independent variable

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A researcher wants to find out if people have preferences in taste of three kinds of peanut butter (Brand A, Brand B, and Brand C).

A researcher wants to find out if people have preferences in taste of three kinds of peanut butter (Brand A, Brand B, and Brand C). Eight participants are each asked to taste the three brands of peanut butter in random order. The participants are asked to rate the taste of each peanut butter on a 20-point scale (without knowing which brand is which). A high score is a more positive rating. Conduct the Friedman's Rank Test forkcorrelated samples (²_F) using an alpha of .05. Also, conduct a post hoc analysis using the Wilcoxon's Matched-Pairs Signed-Ranks Test.

What was the decision regarding the null hypothesis, H₀: ₁= ₂= ₃?

Group of answer choices

² (N= 8,df= 2) = 9.000,p= .011,p> .05, there was no significant difference in the dependent variable across the conditions of the independent variable.

² (N= 8,df= 2) = 2.750,p= .011,p> .05, there was no significant difference in the dependent variable across the conditions of the independent variable.

² (N= 8,df= 2) = 9.000,p= .011,p< .05, there was a significant difference in the dependent variable across the conditions of the independent variable.

² (N= 8,df= 2) = 2.750,p= .011,p< .05, there was a significant difference in the dependent variable across the conditions of the independent variable.