I.What do you mean by transportation problem?II.Write general form of the transportation problem.III.Find the initial basic feasible solution of the following Transportation Problem by Least CostMethod. The transportation costs per unit are shown in the following table.PlantDistribution CentreSupplyD1D2D3P11071240P2131430P36.91530Demand105040

The objective of transportation problem is to determine the amount to be transported from each…

Answered: I. What do you mean by transportation…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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8.The Pinewood company produces cakes & pastriess. The company has 25 pounds of flour and 16 pounds of sugar. Demand of cakes is limited to 5 per day. Each cakes requires 5 pounds of flour and 2 pounds of sugar. Pastries needs 5 pounds of flour and 4 pounds of sugar. The profit for cake is $1/pcs and for pastries is $5/pcs. The company wants to determine the number of products to maximize profit. A.Formulate the Linear Programming Model B.Solve the problem using mathematical way C.Solve the problem using graphical solution
8. process consists of two machines only: A firm is producing two brass ornaments, a standard and a deluxe. The manufacturing Machine 1 Machine 2 Standard Model 1 Hour 1 Hour Deluxe Model 2 Hours 5 Hours There are 20 hours available on machine 1 and 35 hours on machine 2. The profit of £0.50 on the standard model and £1.50 on a deluxe model. that would maximise profit. firm makes a Determine the output
The step-by-step explanation for the following problem
need comprehensive and correct answers.This question is about optimization.
A linear programming computer package is needed. Georgia Cabinets manufactures kitchen cabinets that are sold to local dealers throughout the Southeast. Because of a large backlog of orders for oak and cherry cabinets, the company decided to contract with three smaller cabinetmakers to do the final finishing operation. For the three cabinetmakers, the number of hours required to complete all the oak cabinets, the number of hours required to complete all the cherry cabinets, the number of hours available for the final finishing operation, and the cost per hour to perform the work are shown here. Min s.t. Hours required to complete all the oak cabinets Hours required to complete all the cherry cabinets Hours available Cost per hour hours available 1 oak hours available 2 cherry hours available 3 Cabinetmaker 1 01, 02, 03, C1, C2, C3 20 50 60 00000 40 $36 Cabinetmaker 2 42 For example, Cabinetmaker 1 estimates it will take 50 hours to complete all the oak cabinets and 60 hours to complete…
3. Solve by Lagrange Multiplier Method: Clearly identify your constraint function and your system. You may use either approach you learned in class and on the video. The annual production of skateboards at a local factory is described by the equation: U (x,y) = 800x(1/4) y(3/4) where x is worker-hours and y is capital expenditure (measured in units of $10 dollars). Manufacturing costs the factory roughly 10x + 20y dollars. a) What values of x and y will allow the factory to maximize the production of skateboards while spending only $600?
1. Maximization Model. Answer in complete solution.
1. Carco manufactures cars and trucks. Each car contributes 300 USD to profit, and each truck contributes 400 USD to profit. The table gives the quantities of resources used to produce a car and truck. Below are the restrictions on this. Accordingly, how much of which vehicle should the business produce to achieve the highest profit? Time Humanforce Raw material Profit (USD) Car 2 2 3 300 Truck 3 1 3 400 Solution 24 16 33
Consider the transportation problem given below. Destinations Source 1 2 3 Supplies 1 9 6 4 5 2 4 10 2 6 3 15 7 10 5 Demands 9 3 4 16 Construct the NW corner solution Compute the total cost of the NW corner solution Using the stepping stone method, find the min-cost solution.

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