Inference and modeling concepts for AP Statistics students
When I flip a coin and it lands heads up.
When I have run out of other models to try.
When the r^2 value is close to 1.
When the graph of the residuals(x, y - y-hat)forms a straight line.
When the residuals(x, y - y-hat)are small and scattered(no pattern).
When the confidence interval for the slope does not contain the value 0.
When the p value of the linear regression t-test is very small.
When the residuals are small and scattered.
When the r^2 value is close to 1
Answers A or B will suffice.
R
N
Df
A
B or C
Beta
Alpha
B
R
SE of b
When I flip a coin and it lands heads up.
When I have run out of other models to try.
When the r^2 value is close to 1.
When the graph of the residuals(x, y - y-hat)forms a straight line.
When the residuals(x, y - y-hat)are small and scattered(no pattern).
Beta
Alpha
B
S
SE of b
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