d) The profit per unit for deluxe model was increased to 150 per unit. Evaluate the effect e) . Identify the range of optimality for each objective function coefficient (unit profit). Suppose the profit for the economy model is increased by $6 per unit, the profit for the standard model is decreased by $2 per unit, and the profit for the deluxe model is increased by $4 per unit. ( use the 100% rule)What will be the new optimal solution be? f) If the number of fan motors available for production is increased by 100, evaluate the effect.
d) The profit per unit for deluxe model was increased to 150 per unit. Evaluate the effect e) . Identify the range of optimality for each objective function coefficient (unit profit). Suppose the profit for the economy model is increased by $6 per unit, the profit for the standard model is decreased by $2 per unit, and the profit for the deluxe model is increased by $4 per unit. ( use the 100% rule)What will be the new optimal solution be? f) If the number of fan motors available for production is increased by 100, evaluate the effect.
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
Related questions
Question
d) The profit per unit for deluxe model was increased to 150 per unit. Evaluate the effect
e) . Identify the range of optimality for each objective function coefficient (unit profit).
Suppose the profit for the economy model is increased by $6 per unit, the profit for the
standard model is decreased by $2 per unit, and the profit for the deluxe model is increased by $4 per unit. ( use the 100% rule)What will be the new optimal solution be?
f) If the number of fan motors available for production is increased by 100, evaluate the
effect.

Transcribed Image Text:Report Created: 9/16/2012 1:05:22 PM
Target Cell (Max)
Original
Value
Final Value
Cell
SES4 profit
Name
16440
Adjustable Cells
Original
Value
Final Value
Name
number of units
$B$3 Economy
$C$3 number of units standard
SD$3 number of units deluxe
Cell
80
120
Constraints
Cell
Name
Cell Value
Formula
Status
Slack
$E$6 Fan motors
$E$7 cooling coils
200 $E$6<=SG$6 Binding
320 $E$7<=SG$7 Binding
Not
SE$8 Manuf time
2080 SE$8<=$G$8 Binding
????

Transcribed Image Text:The production requirements per unit are as follows:
Number of
Fans
Manufacturing
Time (hours)
Number of
Cooling Coik
Economy
Standard
12
Deluxe
14
Max
63E + 955 + 135D
SA.
IE +
IE +
IDs 200 Fan motors
4D = 32 0 Cooling coils
14D = 2400 Manufacturing time
1S +
25 +
SE + 125 +
E. S. D = 0
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