SugaAndKookie22
21.06.2020 •
Mathematics
What is the approximate 95% prediction interval for the dependent variable when the independent variable value is 20, assuming the fitted regression line is: Y = 1.50 + 6.0(X). Assume the sample size is 20 and the standard error of the regression (SEE) is 1.2. You should use the "rule of thumb" used in class here.
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Ответ:
Step-by-step explanation:
95% prediction interval for the dependent variable when the independent variable value is 20,
assuming the fitted regression line is: Y = 1.50 + 6.0(X).
Assume the sample size is 20
Y = 1.50 + 6.0(X)
sample X = 20
here predicted value = 1.5+6*20
= 121.5
therefore 95% prediction interval for the dependent variable
the standard error of the regression (SEE) is 1.2.
Ответ:
12.5%
Starts at 50%
then goes to 25%
then goes to 12.5%
It always divided by 2