Design Cost Durability Shape Comfort A 10000 92 0 0 B 12672 32 100 8 C 17000 0 29 87 D 8000 17 30 22 E 17972 35 46 59 F 11000 80 0 62 G 12758 32 11 100 Weight 34 94 92 Normalized Weights = Durability - 0.15 | Shape - 0.43 | Comfort - 0.42 Aggregate Benefit for each design = A - 13.8 | B - 51.2 | C - 49 | D - 24.7 | E - 49.8 | F - 38 | G - 51.5 1. If the design has the worst Shape (only), it's benefit score would be _______? 2. If the design has the best Durability and the worst Shape and Comfort, We would be willing to pay ______ for the extra _____ benefit points. 3. Suppose you are willing to pay $8000 more to move from the least desirable to the most desirable design. The best design would be design ______
Design Cost Durability Shape Comfort A 10000 92 0 0 B 12672 32 100 8 C 17000 0 29 87 D 8000 17 30 22 E 17972 35 46 59 F 11000 80 0 62 G 12758 32 11 100 Weight 34 94 92 Normalized Weights = Durability - 0.15 | Shape - 0.43 | Comfort - 0.42 Aggregate Benefit for each design = A - 13.8 | B - 51.2 | C - 49 | D - 24.7 | E - 49.8 | F - 38 | G - 51.5 1. If the design has the worst Shape (only), it's benefit score would be _______? 2. If the design has the best Durability and the worst Shape and Comfort, We would be willing to pay ______ for the extra _____ benefit points. 3. Suppose you are willing to pay $8000 more to move from the least desirable to the most desirable design. The best design would be design ______
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
|
Benefits |
||||
|
Design |
Cost |
Durability |
Shape |
Comfort |
|
A |
10000 |
92 |
0 |
0 |
|
B |
12672 |
32 |
100 |
8 |
|
C |
17000 |
0 |
29 |
87 |
|
D |
8000 |
17 |
30 |
22 |
|
E |
17972 |
35 |
46 |
59 |
|
F |
11000 |
80 |
0 |
62 |
|
G |
12758 |
32 |
11 |
100 |
|
Weight |
34 |
94 |
92 |
Normalized Weights = Durability - 0.15 | Shape - 0.43 | Comfort - 0.42
Aggregate Benefit for each design = A - 13.8 | B - 51.2 | C - 49 | D - 24.7 | E - 49.8 | F - 38 | G - 51.5
1. If the design has the worst Shape (only), it's benefit score would be _______?
2. If the design has the best Durability and the worst Shape and Comfort, We would be willing to pay ______ for the extra _____ benefit points.
3. Suppose you are willing to pay $8000 more to move from the least desirable to the most desirable design. The best design would be design ______?
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