Home / Expert Answers / Operations Management / there-is-no-more-information-in-my-question-what-other-information-do-you-need-plant-customer-a-pa722

(Solved): There is no more information in my question, what other information do you need? plant-customer a ...



There is no more information in my question, what other information do you need?

plant-customer alternative.
The plant capacities and customer orders are as follows.
(a) Develop a network model and a linear(i) network model (Submit a file with a maximum size of 1 MB.)
No file chosen
This answer has not been graded yet.
(ii) lineaOrders for \( D_{4} \)
\[
x_{14}+x_{24}+x_{34}=2000
\]
\( x_{i j} \geq 0 \) for all \( i, j \).
b) How many units should each(c) Which customer demands will not be met?
Distributor 1 will have a shortfall of units.
Distributor 2 will have a shortfall

plant-customer alternative. The plant capacities and customer orders are as follows. (a) Develop a network model and a linear programming formulation of this problem. (i) network model (Submit a file with a maximum size of 1 MB.) No file chosen This answer has not been graded yet. (ii) linear programming formulation problem. Use index number 5 for this type of node. Enter "DNE" in any unused answer blanks.) \( \operatorname{Max} 30 x_{1}+34 x_{2}+32 x_{3}+40 x_{4}+34 x_{1}+30 x_{2}+28 x_{3}+38 x_{4} \) s.t. Orders from Clifton Springs Orders from Danville Orders from/for Dummy Node Orders for \( D_{1} \) Orders for \( D_{2} \) Orders for \( D_{3} \) Orders for \( D_{4} \) \[ x_{14}+x_{24}+x_{34}=2000 \] \( x_{i j} \geq 0 \) for all \( i, j \). b) How many units should each plant produce for each customer to maximize profits? Optimal Solution (c) Which customer demands will not be met? Distributor 1 will have a shortfall of units. Distributor 2 will have a shortfall of units. Distributor 3 will have a shortfall of units. Distributor 4 will have a shortfall of units.


We have an Answer from Expert

View Expert Answer

Expert Answer


a) Formulate Excel model as follows
We have an Answer from Expert

Buy This Answer $5

Place Order

We Provide Services Across The Globe