A regression model involved 5 independent variables and 136 observations. The critical value of t for testing the significance of each of the independent variable's coefficients will have
Answer:
Given,
n = 136
k = 5
Here we have to remember that there are p = k + 1 ordinary conditions, one for every one of the obscure relapse coefficients.
The answer for the ordinary conditions will be the least-squares estimators
Subsequently,
p = k + 1
= 5 +1
p = 6
Now the critical value of t for testing the significance of every one of the autonomous factors coefficient will have is, T alpha/2,n-p
Let us assume alpha = 0.05
At that point estimation of t is,
Critical value = T 0.025, 130 = 1.97838
So now for alpha = 0.01
At that point estimation of t is,
Critical value = T 0.005, 130 = 2.614177
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