A feed supply company has developed a special feed supplement to see if it will promote weight gain in livestock. Company researchers report that the 121 cows studied gained an average of 47 pounds and that a 95% confidence interval for the mean weight gain this supplement produces has a margin of error of ±8 pounds. Which of the following statements gives a valid interpretation of the 95% confidence interval? It is estimated that the mean weight gain of cows fed this supplement is between 39 and 55 pounds, and this estimation process is correct 95% of the time. If this supplement is tested on another sample of 121 cows there is a 95% chance that their average weight gain will be between 39 and 55 pounds. 95% of the 121 cows studied gained between 39 and 55 pounds. We are 95% sure that the average weight gain among the 121 cows in this study was between 39 and 55 pounds.
A feed supply company has developed a special feed supplement to see if it will promote weight gain in livestock. Company researchers report that the 121 cows studied gained an average of 47 pounds and that a 95% confidence interval for the mean weight gain this supplement produces has a margin of error of ±8 pounds. Which of the following statements gives a valid interpretation of the 95% confidence interval? It is estimated that the mean weight gain of cows fed this supplement is between 39 and 55 pounds, and this estimation process is correct 95% of the time. If this supplement is tested on another sample of 121 cows there is a 95% chance that their average weight gain will be between 39 and 55 pounds. 95% of the 121 cows studied gained between 39 and 55 pounds. We are 95% sure that the average weight gain among the 121 cows in this study was between 39 and 55 pounds.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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feed supply company has developed a special feed supplement to see if it will promote weight gain
in livestock. Company researchers report that the 121 cows studied gained an average of 47 pounds
and that a 95% confidence interval for the mean weight gain this supplement produces has a margin
of error of ±8 pounds. Which of the following statements gives a valid interpretation of the 95%
confidence interval?
It is estimated that the mean weight gain of cows fed this supplement is between 39 and 55 pounds, and this
estimation process is correct 95% of the time.
If this supplement is tested on another sample of 121 cows there is a 95% chance that their average weight
gain will be between 39 and 55 pounds.
95% of the 121 cows studied gained between 39 and 55 pounds.
We are 95% sure that the average weight gain among the 121 cows in this study was between 39 and 55
pounds.
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