If profit contribution for G increases by 12, from 5 to 17, Since the optimal solution will change, I need to re-run SOLVER Optimal solution will change, new total profit 1165.83 Both optimal solution and total profit will remain the same Optimal solution remains the same, new total profit = 1165.83 %3D

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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If profit contribution for G increases by 12, from 5 to 17,
Since the optimal solution will change, I need to re-run SOLVER
O Optimal solution will change, new total profit = 1165.83
Both optimal solution and total profit will remain the same
Optimal solution remains the same, new total profit = 1165.83
%3D
Transcribed Image Text:If profit contribution for G increases by 12, from 5 to 17, Since the optimal solution will change, I need to re-run SOLVER O Optimal solution will change, new total profit = 1165.83 Both optimal solution and total profit will remain the same Optimal solution remains the same, new total profit = 1165.83 %3D
Georgia Electronics produce two calculators: Graphic (G) and Financial (F). The model
is given below:
Max Total Profit = 5'G + 10'F
%3!
S.T.:
Contract w/supplier 30*G + 15'F>= 600
Production Ratio
4*G - 8*F >= 50
Capacity
Non-negativity
12'G + 6*F <= 800
G.F >= 0
The optimal solution is (G=55.83, F=21.67) and total profit = 495.83. See sensitivity
report below.
%3D
Variable Cells
Final
Reduced
Objective
Allowable
Allowable
Cell
Name
Value
Cost
Coefficient
Increase
Decrease
SB$9 G
55.83333333
15
10
$C$9 F
21.66666667
10
1E+30
7.5
Constraints
Final
Shadow
Constraint
Allowable
Allowable
Cell
Name
Value
Price
R.H. Side
Increase
Decrease
SB$14 Contract w/supplier LHS
2000
600
1400
1E+30
$8$15 Production Ratio LHS
50
-0.75
50 216.6666667 1116.666667
$B$16 Capacity LHS
800 0.666666667
560
800
1E+30
Transcribed Image Text:Georgia Electronics produce two calculators: Graphic (G) and Financial (F). The model is given below: Max Total Profit = 5'G + 10'F %3! S.T.: Contract w/supplier 30*G + 15'F>= 600 Production Ratio 4*G - 8*F >= 50 Capacity Non-negativity 12'G + 6*F <= 800 G.F >= 0 The optimal solution is (G=55.83, F=21.67) and total profit = 495.83. See sensitivity report below. %3D Variable Cells Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease SB$9 G 55.83333333 15 10 $C$9 F 21.66666667 10 1E+30 7.5 Constraints Final Shadow Constraint Allowable Allowable Cell Name Value Price R.H. Side Increase Decrease SB$14 Contract w/supplier LHS 2000 600 1400 1E+30 $8$15 Production Ratio LHS 50 -0.75 50 216.6666667 1116.666667 $B$16 Capacity LHS 800 0.666666667 560 800 1E+30
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