5. During your design of a product, Taguchi loss equation is used to understand financial loss due to deviation from your target specification. Your target specification is 25 mm where deviation range is + or - 2 mm. At boundary values of deviations, it costs you about $100 for each repair. Find out the value of k and estimate the value of financial loss when you deviate 0.8 mm from your target value. Hint: L(x) = k (x-T)^2 L(x): financial loss due to deviation X: actual value T: target value 1) k=2, L(0.8 mm) = $8. 2) k=50, L(0.8 mm) = $32. 3) k=100, L(0.8 mm) = $400. 4) k=25, L(0.8 mm) = $16. 5) k=32, L(0.8 mm) = $20.48.
5. During your design of a product, Taguchi loss equation is used to understand financial loss due to deviation from your target specification. Your target specification is 25 mm where deviation range is + or - 2 mm. At boundary values of deviations, it costs you about $100 for each repair. Find out the value of k and estimate the value of financial loss when you deviate 0.8 mm from your target value. Hint: L(x) = k (x-T)^2 L(x): financial loss due to deviation X: actual value T: target value 1) k=2, L(0.8 mm) = $8. 2) k=50, L(0.8 mm) = $32. 3) k=100, L(0.8 mm) = $400. 4) k=25, L(0.8 mm) = $16. 5) k=32, L(0.8 mm) = $20.48.
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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V5. During your design of a product, Taguchi loss equation is used to understand financial loss due to deviation from your target specification. Your target specification is 25 mm where deviation range is + or - 2 mm. At boundary values of deviations, it costs you about $100 for each repair. Find out the value of k and estimate the value of financial loss when you deviate 0.8 mm from your target value.
Hint: L(x) = k (x-T)^2
L(x): financial loss due to deviation
X: actual value
T: target value
1) k=2, L(0.8 mm) = $8.
2) k=50, L(0.8 mm) = $32.
3) k=100, L(0.8 mm) = $400.
4) k=25, L(0.8 mm) = $16.
5) k=32, L(0.8 mm) = $20.48.
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