2. A business francise for tv sets claims that their product possesses an average defect-free life of 3 years or more. A sample of 5 households in a community that purchased the TV sets was taken (2.5,3,2.20,1.5,2.5). All five TV sets were observed to fail before 3 years. The 5 TV sets had a mean failure time of 2,4 years and a variance of 0.25 years. If it is assumed that the population of households that purchased the sets is normally distributed, is there sufficient evidence to contradict the manufacturer’s claim? Test at 5% level of significance. What is the hypothesis. Calculate the the Critical Value and Rejection Region Calculate the test statistic and state the conclusion

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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2. A business francise for tv sets claims that their product possesses an average defect-free life of 3 years or more. A sample of 5 households in a community that purchased the TV sets was taken (2.5,3,2.20,1.5,2.5). All five TV sets were observed to fail before 3 years. The 5 TV sets had a mean failure time of 2,4 years and a variance of 0.25 years. If it is assumed that the population of households that purchased the sets is normally distributed, is there sufficient evidence to contradict the manufacturer’s claim? Test at 5% level of significance. What is the hypothesis. Calculate the the Critical Value and Rejection Region Calculate the test statistic and state the conclusion
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