a level of significance 05 dfbetween 4 dfwithin 61 F252 p0
a). level of significance .05, dfbetween = 4, dfwithin = 61 F=2.52
p>.05__________, p<,05 ___________, p<.01___________
b) level of significance .01, dfbetween = 9, dfwithin= 33 F=3.01
p>.05___________, p<,05 ___________, p<.01___________
c) level of significance .05, dfbetween = 8, dfwithin = 45 F=2.16
p>.05___________, p<,05 __________, p<.01____________
d) level of significance .01, dfbetween = 3, dfwithin = 53 F=4.20
p>.05___________, p<,05 _______, p<.01____________
Solution
Here what we have to caclculate it is not clear.But from these we can calculate the p-value of the test statistic
a)We have been given ,
numerator degree of freedom =4
Denominator degree of freedom =61
F-value =2.52
Using calculator the p-value corresponding to this is is .0501
At the .05 level of significance it is significant
b)
numerator degree of freedom =9
Denominator degree of freedom =33
F-value =3.01
Using calculator the p-value corresponding to this is is .0098
At the .01 level of significance it is insignificant
c)
numerator degree of freedom =8
Denominator degree of freedom =45
F-value =2.16
Using calculator the p-value corresponding to this is is .0492
At the .05 level of significance it is insignificant
d)
numerator degree of freedom =3
Denominator degree of freedom =53
F-value =4.2
Using calculator the p-value corresponding to this is is .0097
At the .01 level of significance it is insignificant

