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If the Analyasis of One-Way Variance printout above were the correct printout (it may or may...

If the Analyasis of One-Way Variance printout above were the correct printout (it may or may not be the correct one), which of the following would be the correct decision and why for step 5 of the hypothesis testing process?

a. Reject because the calculate F is less than the critical F

b. Reject because P < α

c. Reject because the calculated F is greater than the critical F

d. Reject because P > α

e. None of the above because you accept

f. None of the above because you fall to reject

Both a and d

Both b and c

Both a and b

Both c and d
math   Statistics-And-Probability   
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Answer #1

Answer:-

When we perform one way analysis , then the correct decision is

b. Reject because P <   

c. Reject because the calculated F is grater than the critical F

Is correct decision rule .

Therefore answer is both b and c statements are true.

​​Thanks dear student ,

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