second type by at most 9. Should they use the first type or not? (Assume a=0.1)

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Two random samples of sizes 10, 13 are taken from types of plastics and tested for breaking strength. The test result is that the average strength of the first type 175 and the average strength of the second type is 160. It is known that the two samples have variances 12, 16. The company decides not to use the first type unless its strength exceeds that of second type by at most 9. Should they use the first type or not? (Assume a=0.1)
Two random samples of sizes 10, 13 are taken from types of plastics and tested for
breaking strength. The test result is that the average strength of the first type 175 and the
average strength of the second type is 160. It is known that the two samples have
variances 12, 16. The company decides not to use the first type unless its strength
exceeds that of second type by at most 9. Should they use the first type or not? (Assume
a=0.1)
Transcribed Image Text:Two random samples of sizes 10, 13 are taken from types of plastics and tested for breaking strength. The test result is that the average strength of the first type 175 and the average strength of the second type is 160. It is known that the two samples have variances 12, 16. The company decides not to use the first type unless its strength exceeds that of second type by at most 9. Should they use the first type or not? (Assume a=0.1)
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