The lifetimes in hours of two brands of batteries follow normal distributions with means x, y respectively and equal but unknown variances. Independent random samples of 5 batteries from each brand are taken and the following data are observed. Construct a 90% confidence interval for the difference X - μy. Brand X Y (-7.94,47.94) (-13.27,53.27) (-16.66,56.66) (-17.20,57.20) n 5 5 Sample mean 210 190 Sample variance 840 760

MATLAB: An Introduction with Applications
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The lifetimes in hours of two brands of batteries follow normal distributions with
means x, y respectively and equal but unknown variances. Independent
random samples of 5 batteries from each brand are taken and the following data are
observed. Construct a 90% confidence interval for the difference X - μy.
Brand
X
Y
(-7.94,47.94)
(-13.27,53.27)
(-16.66,56.66)
(-17.20,57.20)
n
5
5
Sample mean
210
190
Sample variance
840
760
Transcribed Image Text:The lifetimes in hours of two brands of batteries follow normal distributions with means x, y respectively and equal but unknown variances. Independent random samples of 5 batteries from each brand are taken and the following data are observed. Construct a 90% confidence interval for the difference X - μy. Brand X Y (-7.94,47.94) (-13.27,53.27) (-16.66,56.66) (-17.20,57.20) n 5 5 Sample mean 210 190 Sample variance 840 760
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