A 95% confidence interval for the standard deviation of time until failure (in years) of a household appliance is found to be between 1.5 years and 6.4 years. What would be a reasonable conclusion from this statement? A. The sample size was far too low for this to be a reasonable construction B. The mean time until failure is between 2.25 squared years and 40.96 squared years C. A 99% confidence interval would surpass 10 years beyond the mean for the upper estimate D. An appliance that fails within 2 years of the mean failure time would not be considered unusual
A 95% confidence interval for the standard deviation of time until failure (in years) of a household appliance is found to be between 1.5 years and 6.4 years. What would be a reasonable conclusion from this statement? A. The sample size was far too low for this to be a reasonable construction B. The mean time until failure is between 2.25 squared years and 40.96 squared years C. A 99% confidence interval would surpass 10 years beyond the mean for the upper estimate D. An appliance that fails within 2 years of the mean failure time would not be considered unusual
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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A 95% confidence interval for the standard deviation of time until failure (in years) of a household appliance is found to be between 1.5 years and 6.4 years. What would be a reasonable conclusion from this statement?
A. The sample size was far too low for this to be a reasonable construction
B. The mean time until failure is between 2.25 squared years and 40.96 squared years
C. A 99% confidence interval would surpass 10 years beyond the mean for the upper estimate
D. An appliance that fails within 2 years of the mean failure time would not be considered unusual
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