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As purchasing agent for the Horner-Williams Company, you have primary responsibility for securing high quality raw materials at the best possible price. One particular material that the Horner-Williams Company uses a great deal of is aluminum. After careful study, you have been able to reduce the prospective vendors to two. It is unclear whether these two vendors produce aluminum that is equally durable. To compare durability, the recommended procedure is to put pressure on the aluminum until it cracks. The vendor whose aluminum requires the greatest average pressure will be judged to be the one that provides the most durable product. For this test, 14 pieces from Vendor 1 and 14 pieces from Vendor 2 are selected at random. The following results in pounds per square inch (psi) are noted: Vender 1 n=14 $1=300 Vender 2 n₂-14 $2 =250 Before you test the hypothesis about a difference in population means, suppose you are concerned about whether the assumption of equal population variances is satisfied. Based on the sample data, what would you conclude from a test at the significance level of 0.10?

As purchasing agent for the Horner-Williams Company, you have primary responsibility for securing high quality raw materials at the best possible price. One particular material that the Horner-Williams Company uses a great deal of is aluminum. After careful study, you have been able to reduce the prospective vendors to two. It is unclear whether these two vendors produce aluminum that is equally durable. To compare durability, the recommended procedure is to put pressure on the aluminum until it cracks. The vendor whose aluminum requires the greatest average pressure will be judged to be the one that provides the most durable product. For this test, 14 pieces from Vendor 1 and 14 pieces from Vendor 2 are selected at random. The following results in pounds per square inch (psi) are noted: Vender 1 n=14 $1=300 Vender 2 n₂-14 $2 =250 Before you test the hypothesis about a difference in population means, suppose you are concerned about whether the assumption of equal population variances is satisfied. Based on the sample data, what would you conclude from a test at the significance level of 0.10?

MATLAB: An Introduction with Applications
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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As purchasing agent for the Horner-Williams Company, you have primary responsibility for securing high quality raw materials at the best possible price. One particular material that the Horner-Williams Company uses a great deal of is aluminum. After careful study, you have been able to reduce the prospective vendors to two. It is unclear whether these two vendors produce aluminum that is equally durable. To compare durability, the recommended procedure is to put pressure on the aluminum until it cracks. The vendor whose aluminum requires the greatest average pressure will be judged to be the one that provides the most durable product. For this test, 14 pieces from Vendor 1 and 14 pieces from Vendor 2 are selected at random. The following results in pounds per square inch (psi) are noted: Vender 1 n₁ = 14 S1=300 Vender 2 n₂=14 $2= 250 Before you test the hypothesis about a difference in population means, suppose you are concerned about whether the assumption of equal population variances is satisfied. Based on the sample data, what would you conclude from a test at the significance level of 0.10?
Transcribed Image Text:As purchasing agent for the Horner-Williams Company, you have primary responsibility for securing high quality raw materials at the best possible price. One particular material that the Horner-Williams Company uses a great deal of is aluminum. After careful study, you have been able to reduce the prospective vendors to two. It is unclear whether these two vendors produce aluminum that is equally durable. To compare durability, the recommended procedure is to put pressure on the aluminum until it cracks. The vendor whose aluminum requires the greatest average pressure will be judged to be the one that provides the most durable product. For this test, 14 pieces from Vendor 1 and 14 pieces from Vendor 2 are selected at random. The following results in pounds per square inch (psi) are noted: Vender 1 n₁ = 14 S1=300 Vender 2 n₂=14 $2= 250 Before you test the hypothesis about a difference in population means, suppose you are concerned about whether the assumption of equal population variances is satisfied. Based on the sample data, what would you conclude from a test at the significance level of 0.10?
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