A researcher investigating whether joggers are less likely to get colds than people who do not jog found a p-value of. 03. This means that A. There is a 3% chance that joggers do not get fewer colds B. There is a 3% chance that joggers get fewer colds C. 3% of joggers get colds D. Joggers get 3% fewer colds than non-joggers E, Joggers get fewer colds than non-joggers and there is only a 3% chance this is incorrect

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Ranger

Mathematics

13 February, 10:33

A researcher investigating whether joggers are less likely to get colds than people who do not jog found a p-value of. 03. This means that A. There is a 3% chance that joggers do not get fewer colds B. There is a 3% chance that joggers get fewer colds C. 3% of joggers get colds D. Joggers get 3% fewer colds than non-joggers E, Joggers get fewer colds than non-joggers and there is only a 3% chance this is incorrect

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Cullen Ashley · Answer 1

E, Joggers get fewer colds than non-joggers and there is only a 3% chance this is incorrect

Step-by-step explanation:

Given that a researcher investigating whether joggers are less likely to get colds than people who do not jog found a p-value of. 03

Here p value represents the probability for type I error which is false rejection of true hypothesis.

We create hypotheses as

H_0: p = P

H_a : p
where p represents the percentage of cold catchers from joggers while P the percentage of cold catchers from the non joggers.

When p value = 0.03 we have that

we have the option E right

E, Joggers get fewer colds than non-joggers and there is only a 3% chance this is incorrect