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n a second run of the data, it was determined that the sample mean was actually 37 miles instead of the originally reported 35 miles. how will this affect the width of the confidence interval? a. the new interval would be wider. b. the new interval would be narrower. c. there would be no change in the interval width.



Answer :

rafikiedu08

There would be no change in the interval width that is Option-C is correct when the sample mean was discovered to be 37 miles rather than the first reported 35 miles after a second run of the data.

Given that,

The sample mean was discovered to be 37 miles rather than the first reported 35 miles after a second run of the data.

We have to find how will this impact the confidence interval's width.

We know that,

Therefore, There would be no change in the interval width that is Option-C is correct when the sample mean was discovered to be 37 miles rather than the first reported 35 miles after a second run of the data.

To learn more about data visit: https://brainly.com/question/22871228

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