Test for the Slope of the LSRL

Question 1

What’s the general hypothesis for a test for the slope of the LSRL?

Answer 1

Ho: B=0 There’s no linear relationship
Ha: B DOESN’T =0 There’s a (Positive/negative) linear relationship

Question 2

When do you use the “Test for the Slope of the LSRL?”

Answer 2

It is used to test if their is a possible linear relationship.

Question 3

What are the conditions and assumptions for the “Test for the Slope of the LSRL?”

Answer 3

• The scatterplot shows a possible linear relationship.
• For each value of X, the probability distribution of Y has the same standard deviation.
• For any given X, the Y value is independent.
• Y values are roughly normally distributed.

Question 4

How do you determine degrees of freedom for a test for the Slope of the LSRL?

Answer 4

N-2

Question 5

How do you determine expected counts for the chi squared test for the slope of the LSRL test?

Answer 5

You don’t. That’s not a thing. She doesn’t even go here. L33t H4ck0rz iz lyf3

Question 6

what is the “test for the slope of the LSRL”’s test statistic formula?

Answer 6

t=b1/ SE

yhat=B0 + B1(X)