Production Model Example: RepCo
Inputs
Labor Hours Production and Sales
Product A 1 Units Produced Units Used Units Sold
Product B 2 Product A 20 20 0
Product C 3 ProductB 10 0 10
Products Product C 0 0 0
Product A 2
Product B 1 Units of products used to make products 
Product C 0 Product A Product B Product C Total used
Product A 0 20 0 20
Unit Selling Price Product B 0 0 0 0
Product A $8 Product C 0 0 0 0
Product B $70
Product C $100
Constraints 
Produced Used
Product A 20   20
Revenue from Sales $700 Prodcut B 10 10
Product C 0   0
Labor Hour Constraints Used <= Available
40 <= 40
Sensitivity of revenue, units produced, and units used as inputs to product C selling price
Product C selling price A produced B produced C produced A used B used C used Revenue
$E$6 $E$7 $E$8 $H$6 $H$7 $H$8 $C$20
100 20 10 0 20 0 0 $700
110 20 10 0 20 0 0 $700
120 20 10 0 20 0 0 $700
130 11.429 5.714 5.714 11.429 5.714 0 $743
140 11.429 5.714 5.714 11.429 5.714 0 $800
150 11.429 5.714 5.714 11.429 5.714 0 $857
160 11.429 5.714 5.714 11.429 5.714 0 $914
170 11.429 5.714 5.714 11.429 5.714 0 $971
180 11.429 5.714 5.714 11.429 5.714 0 $1,029
190 11.429 5.714 5.714 11.429 5.714 0 $1,086
200 11.429 5.714 5.714 11.429 5.714 0 $1,143
Sensitivity of amount of C produced to selling price of C (along side) and labor hour availability (along top)
$B$16 40 50 60 70 80 90 100
100 0 0 0 0 0 0 0
110 0 0 0 0 0 0 0
120 0 0 0 0 0 0 0
130 5.714 7.143 8.571 10.000 11.429 12.857 14.286
140 5.714 7.143 8.571 10.000 11.429 12.857 14.286
150 5.714 7.143 8.571 10.000 11.429 12.857 14.286
160 5.714 7.143 8.571 10.000 11.429 12.857 14.286
170 5.714 7.143 8.571 10.000 11.429 12.857 14.286
180 5.714 7.143 8.571 10.000 11.429 12.857 14.286
190 5.714 7.143 8.571 10.000 11.429 12.857 14.286
200 5.714 7.143 8.571 10.000 11.429 12.857 14.286
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