Suppose that you are planning a two-group experiment. How high would your t value have to be for half of the variance of your dependent variable to be accounted for
a. If you use 25 participants per group?
b. If you use 81 participants per group?
Please show ALL work, including the formulas used.
a)here number of independent variables k=1
n=25
variance explained =R2 =0.5
| F=((n-k-1)*R2/(k*(1-R2))=(25-1-1)*0.5/(1*(1-0.5))= | 23.000 | |
therefore value of t =sqrt(F) =sqrt(23)=4.796
b)n=81
| F=((n-k-1)*R2/(k*(1-R2))= | 79.000 | |
therefore value of t =sqrt(F) =sqrt(79)=8.888
Suppose that you are planning a two-group experiment. How high would your t value have to...
Suppose that you are planning a two-group experiment. How high would your t value have to be for half of the variance of your dependent variable to be accounted for a. If you use 25 participants per group? b. If you use 81 participants per group? Please show ALL work, including the formulas used. The correct answer for (a) is t = 6.93 and the correct answer for (b) is t = 12.65. But why?
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