Based on the following sensitivity results on constraints, what is the optimal LP solution for Products 1
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Based on the following sensitivity results on constraints, what is the optimal LP solution for Products 1 and 2? Constraints | ||||||
Cell | Name | Final Value | Shadow Price | Constraint R.H. Side | Allowable Increase | Allowable Decrease |
$B$11 | Material (units) Quantity | 1,050 | 0 | 1,300 | 1E+30 | 250 |
$B$12 | Machine (hours) Quantity | 525 | 0 | 750 | 1E+30 | 225 |
$B$13 | Labor (hours) Quantity | 900 | 0 | 1,400 | 1E+30 | 500 |
$B$15 | Number of Product 1 Units Produced | 300 | 5 | 300 | 125 | 300 |
$B$16 | Number of Product 2 Units Produced | 150 | 8 | 150 | 83.33333333 | 150 |
A: Product 1: 300 units and Product 2: 234 units
B: Product 1: 425 units and Product 2: 150 units
C: Product 1: 300 units and Product 2: 150 units
D: Product 1: 125 units and Product 2: 84 units
Related Book For
Introduction to Management Science A Modeling and Cases Studies Approach with Spreadsheets
ISBN: 978-0078024061
5th edition
Authors: Frederick S. Hillier, Mark S. Hillier
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