Female 0 Male 1 3a. What statistical test should be used to determine whether th
ID: 3050266 • Letter: F
Question
Female 0 Male 1
3a. What statistical test should be used to determine whether there is a significant relationship or difference between gender and weight image?
3b. Does this test indicate that there is a relationship or difference between males and females on the image variable; that is, can we reject the null hypothesis of no difference or relationship between gender and perceived image of weight (assume two-tailed test, alpha = .05)?
Gender
Gender
gpa image 0 1.50 3 0 3.25 3 0 3.00 3 0 3.00 3 0 4.00 3 0 2.50 3 0 3.25 4 0 2.75 4 0 3.75 3 0 3.00 3 0 4.00 3 0 3.50 3 0 4.00 3 0 2.75 2 0 1.75 5 0 2.25 3 0 3.33 3 0 3.75 3 0 4.00 2 0 3.25 3 1 2.75 3 1 2.75 3 1 2.75 3 1 2.25 4 1 3.00 2 1 3.25 3 1 2.25 4 1 1.75 2 1 2.25 3 1 3.25 3 1 1.00 4 1 3.00 2 1 2.50 3 1 2.00 4 1 2.25 3 1 2.75 3 1 3.00 2 1 3.50 3 1 3.75 2 1 2.50 3Explanation / Answer
a)
I should use independent sample T test to determine whether there is a significant relationship or difference between gender and weight image.
b)
ho: there is no difference in mean weight image of male and female
h1: there is a difference in mean weight image of male and female
Sp^2 =(19*0.641^2+19*0.686^2)/(20+20-2) = 0.4407385
df= n1+n2-2 = 20+20-2 = 38
t= (3.1-2.95)/SQRT(0.440739*(1/20+1/20)) = 0.714497178
p-value = 2*(1-P(t<0.714497) = T.DIST.2T(0.714497,38) = 0.479286381
with t=0.714497, p>0.05, I fail to reject ho and conclude that there is no difference in mean weight image of male and female
female_image male_image mean 3.100 2.950 sd 0.641 0.686 n 20.000 20.000Related Questions
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