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What Does It Mean When a Computer Printout Reads "P $\alpha$

Question 41

Multiple Choice

What does it mean when a computer printout reads "p = 0.03"?

A) The $What does it mean when a computer printout reads p = 0.03 ? A) The falls in the extreme 3% of the sampling distribution and the probability of a Type I error is 0.03. B) The falls in the extreme 3% of the sampling distribution and the probability of a Type II error is 0.03. C) The probability of a Type I error (0.03) is smaller than \alpha (0.05) ,and,therefore,the results are nonsignificant. D) The probability of an error should be reported as p \lt 0.01.$ falls in the extreme 3% of the sampling distribution and the probability of a Type I error is 0.03.
B) The $What does it mean when a computer printout reads p = 0.03 ? A) The falls in the extreme 3% of the sampling distribution and the probability of a Type I error is 0.03. B) The falls in the extreme 3% of the sampling distribution and the probability of a Type II error is 0.03. C) The probability of a Type I error (0.03) is smaller than \alpha (0.05) ,and,therefore,the results are nonsignificant. D) The probability of an error should be reported as p \lt 0.01.$ falls in the extreme 3% of the sampling distribution and the probability of a Type II error is 0.03.
C) The probability of a Type I error (0.03) is smaller than $\alpha$ (0.05) ,and,therefore,the results are nonsignificant.
D) The probability of an error should be reported as p $\lt$ 0.01.