Multiple Choice
The regression printout below shows the results of a regression analysis intended to link company profits (x) to CEO salary (y) .A sample of 18 CEOs was used.
Can you use the sample results shown here to reject a β = 0 null hypothesis at the 5% significance level? Explain.
A) Yes, since the upper bound on the 95% interval estimate of β is greater than 0, we can reject the β = 0 null hypothesis.
B) No, since the p-value for the intercept term is greater than the significance level of .05, we can't reject the β = 0 null hypothesis.
C) Yes, since the p-value for the coefficient of the profit variable is less than .05, we can reject the β = 0 null hypothesis.
D) No, since tstat for the profit variable is inside ±2.120, we can't reject the β = 0 null hypothesis.
Correct Answer:

Verified
Correct Answer:
Verified
Q71: The manager of a local shopping mall
Q72: Which of the following is correct?<br>A)SSE =
Q73: A regression analysis between demand (y in
Q74: The following data are available for a
Q75: Economist Joshua Grant is using linear regression
Q77: Application of the least squares method to
Q78: If the correlation coefficient is a positive
Q79: In regression analysis, which of the
Q80: You are attempting to link responses to
Q81: Partial regression results from a sample of