Question
Q: Use the following information to determine whether or not you should reject or fail to reject the null hypothesis:
SBetween=100
SSWithin=500
n per group=20 (i.e. total n=80)
H0: µ1= µ2= µ3= µ4
H1: At least one mean is different
α=.05
A: I constructed a table to help me organize my work but I don't know if I filled it out correctly
sum of squares df MS F
Between 100 19 5.3 0.64
Within 500 60 8.3
Total 400 79
ssTotal=500-100=400
Msbetween = 100/19=5.3
Mswithin=500/60=8.3
F= 5.3/8.3= 0.64
SBetween=100
SSWithin=500
n per group=20 (i.e. total n=80)
H0: µ1= µ2= µ3= µ4
H1: At least one mean is different
α=.05
A: I constructed a table to help me organize my work but I don't know if I filled it out correctly
sum of squares df MS F
Between 100 19 5.3 0.64
Within 500 60 8.3
Total 400 79
ssTotal=500-100=400
Msbetween = 100/19=5.3
Mswithin=500/60=8.3
F= 5.3/8.3= 0.64
Answers
Then I located F critical under the F table as the value of 1.98.
My professor said when F calculated is less than F critical, you fail to reject.
F calculated= 0.64
F critical= 1.98
0.64<1.98, so fail to reject?
My professor said when F calculated is less than F critical, you fail to reject.
F calculated= 0.64
F critical= 1.98
0.64<1.98, so fail to reject?
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