Question: IE 332: Engineering Statistics Spring 2020 Computer Project Due: April 19, 2020 Name : ID : A Harris corporation / University of Florida study was

IE 332: Engineering Statistics Spring 2020 Computer Project Due: April 19, 2020 Name : ID : A Harris corporation / University of Florida study was undertaken to determine whether a manufacturing process performed at a remote location can be established locally. Test devices were set up at both the old and new locations and voltage readings on the process were obtained. The table below contains voltage readings from the two locations 9.19 9.63 9.98 10.26 10.05 10.29 10.03 10.55 10.26 9.97 9.87 Old Location 10.12 10.05 9.80 10.15 10.00 9.55 9.95 9.70 9.84 9.84 10.15 10.02 9.80 9.73 9.98 10.10 9.70 10.09 10.05 10.12 9.49 9.37 New Location 10.01 8.82 9.43 10.03 9.85 8.83 9.39 9.48 9.64 8.82 8.65 8.51 9.14 9.75 9.35 9.54 9.36 8.68 1. Construct a 99% confidence interval for estimating the ratio between the two population variances. Is it reasonable to assume equal variances? 2. Based on your conclusion above, is there a significant difference between the two population averages? Use = 0.02. >>Good Luck IE 332: Engineering Statistics Spring 2020 Computer Project Due: April 19, 2020 Name : ID : A Harris corporation / University of Florida study was undertaken to determine whether a manufacturing process performed at a remote location can be established locally. Test devices were set up at both the old and new locations and voltage readings on the process were obtained. The table below contains voltage readings from the two locations 9.19 9.63 9.98 10.26 10.05 10.29 10.03 10.55 10.26 9.97 9.87 Old Location 10.12 10.05 9.80 10.15 10.00 9.55 9.95 9.70 9.84 9.84 10.15 10.02 9.80 9.73 9.98 10.10 9.70 10.09 10.05 10.12 9.49 9.37 New Location 10.01 8.82 9.43 10.03 9.85 8.83 9.39 9.48 9.64 8.82 8.65 8.51 9.14 9.75 9.35 9.54 9.36 8.68 1. Construct a 99% confidence interval for estimating the ratio between the two population variances. Is it reasonable to assume equal variances? 2. Based on your conclusion above, is there a significant difference between the two population averages? Use = 0.02. >>Good Luck

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