Task-3. A vehicle manufacturing company wishes to check the ability of how well three types of steel-alloy panels resist corrosion when three different paint types are applied. The three paints are used to co at the three panels having different steel-alloy composition. Here is the data that is found out regarding the weathering resistance of the ability of the three painted panels. Paint type 1 2 3 Steel-Alloy 1 40 54 47 Steel-Alloy 2 51 55 56 Steel-Alloy 3 56 50 50 Use a two-way ANOVA procedure to determine whether any difference in the ability of the panels to resist corrosion may be assigned to either the type of paint or the steel-alloy composition of the panels. (Note: You may use Excel to solve that, but the ANOVA table need to be handwritten and explained).
Task-3. A vehicle manufacturing company wishes to check the ability of how well three types of steel-alloy panels resist corrosion when three different paint types are applied. The three paints are used to co at the three panels having different steel-alloy composition. Here is the data that is found out regarding the weathering resistance of the ability of the three painted panels. Paint type 1 2 3 Steel-Alloy 1 40 54 47 Steel-Alloy 2 51 55 56 Steel-Alloy 3 56 50 50 Use a two-way ANOVA procedure to determine whether any difference in the ability of the panels to resist corrosion may be assigned to either the type of paint or the steel-alloy composition of the panels. (Note: You may use Excel to solve that, but the ANOVA table need to be handwritten and explained).
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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