Refer to Figure 8.19 Sensitivity Report for the Digital Controls, Inc. . . Intrepret the ranges of optimality for the objective funtion coefficients. Which decision variables have no limit on either the lower or upper side?

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Refer to Figure 8.19 Sensitivity Report for the Digital Controls, Inc. . .

Intrepret the ranges of optimality for the objective funtion coefficients.

Which decision variables have no limit on either the lower or upper side?

o For
ITTTY
Allowable
Allowable
Reduced
Objective
She per hour,
For the nexE
Final
aae Cells
Madel
Increase
Decrease
Cost
Coefficient
Value
Name
10.000
1.750
1E+30
Although
ex for both
0.000
Variable
AM
100.000
Models A Manufactured
3.000
2.333
60.000
0.000
6.000
Models B Manufactured
1E+30
1.750
A case re-
model B
For next
RM
0.000
1.750
14.000
Models A Purchased
3.000
AP
90.000
0.000
9.000
2.333
BP
Models B Purchased
080 min-
A and $6
rk plant,
in order
or each
Cnints
Constraint
Final
Shadow
Constraint
Allowable
Allowable
Nomber
Name
Value
Price
R.H. Side
Increase
Decrease
Demand for model A
100.000
12.250
100.000
11.429
100.000
imum
Demand for model B
150.000
9.000
150.000
1E+30
90.000
at the
Injection molding time
Assembly time
580.000
0.000
600.000
1E+30
20.000
Surso
1080.000
-0.375
1080.000
53.333
480 000
Transcribed Image Text:o For ITTTY Allowable Allowable Reduced Objective She per hour, For the nexE Final aae Cells Madel Increase Decrease Cost Coefficient Value Name 10.000 1.750 1E+30 Although ex for both 0.000 Variable AM 100.000 Models A Manufactured 3.000 2.333 60.000 0.000 6.000 Models B Manufactured 1E+30 1.750 A case re- model B For next RM 0.000 1.750 14.000 Models A Purchased 3.000 AP 90.000 0.000 9.000 2.333 BP Models B Purchased 080 min- A and $6 rk plant, in order or each Cnints Constraint Final Shadow Constraint Allowable Allowable Nomber Name Value Price R.H. Side Increase Decrease Demand for model A 100.000 12.250 100.000 11.429 100.000 imum Demand for model B 150.000 9.000 150.000 1E+30 90.000 at the Injection molding time Assembly time 580.000 0.000 600.000 1E+30 20.000 Surso 1080.000 -0.375 1080.000 53.333 480 000
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