B. Solve the Transportation problem given in the table [table is given in the next page] to find Initial Basic Feasible Solution using Least Cost method. Here total number of supply constraints is 3 [S1, S2, S3] and total number of demand constraints is 4 [D1, D2, D3, D4]. D1 D2 D3 D4 Supply si | 15 13 17 10 250 S2 16 15 14 8 300 S3 21 18 13 10 400 Demand 200 225 275 250

Q: The following LP formulation represents a transportation problem where raw material (in tons) is…

A: I will explain it in details,

Q: 1. If the lot sizes are 3,000 and the daily demands are 430, calculate the average flow time…

A:

Q: Why LP has only a finite number of basic feasible solutions?

A: Ans-: In  the  theоry  оf  lineаr  рrоgrаmming,  а  bаsiс  feаsible  sоlutiоn  (BFS)  is  а…

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Q: Maximize subject to 0≤x≤ 31. f(x)=x³60x² + 900x + 100, 14.3-7 (a) Use the first and second…

A: a) Differentiating wrt to x we get = f'(x) = 3 x^ 2 - 120 x + 900  Solving for x we get ,  (3x2 -…

Q: Saudi Aramco uses three containers to deliver gasoline and diesel fuels to Hafr Albatin once a week.…

A: let xs liter of gasoline and ys liter of diesel be transported by Aramco. Hence 2600-xs liter of…

Q: = a - bp₁ + dp2 2 = a - bp₂ + dp₁, here a, b > 0 and |d| 0 indicates the products are substitutes,…

A: Sure, I can help you with that! Here are the Python functions you requested:   Demand function: def…

Q: Problem 1 Facility Location. A paper products manufacturer has enough capital to build and manage…

A: The Integer Programming (IP) model is given below: model file (AMPL): param f1;    # cost of…

Q: Consider the following lot sizing problem with side constraints: The produc- tion plan for some…

A: Summary:We need to develop an IP model for the given scenario.

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Q: Find the minimum value as well as the point at which the minimum occurs of L = −2x₁ - 5x2 + x3…

A: Below I have provided a  program for the given question. Also, I have attached a screenshot of the…

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Q: Question : Part A: Write the Linear Programming equations in standard equality form. Part B: Solve…

A: solution is

Q: A food distribution plant for apples, oranges, bananas, and pears must get rid of extra inventory.…

A: The objective of the question is to design a process for a food distribution plant to efficiently…

Q: You have been given the equation below to solve: f(x1, x2) = (x1 – 4)² + 5(x2)? a) The constraints…

A: Answer: our guidelines is answer the first three question from the first question. we will answer…

Q: D. HOTEL EXPANSION 4 Problem Data 5 Square Footage 6 Building Cost Large 1,050 $18,000 $33,000…

A: D16 displays the percentage deviation for under. Percentage=under value/total

Q: b) Consider the following linear programming problem: Min z = x1 + x2 s.t. 3x1 – 2x2 <5 X1 + x2 < 3…

A: Solve linear programming question  Find out optimal solutions

Q: Which of the following provide a solution for the following LP problem? MAX: 3X1 +4X2 Subject to:…

A: Answer: I have given answered in the handwritten format in brief explanation

Q: Company X has 2 factories - Plant 1 and 2. Plant 1 produces 150 units per day and Plant 2 produces…

A: The task specified in the question is to draw the transshipment diagram for the exporting scenario…

Q: In the following several gradients and Hessian matrices are given. Classify them based on the…

A: 1. H=[2y2−10​041​​]gradf=[34​0​]Classification: Valley LineReasoning:The gradient is not zero,…

Q: dP, 0.015 P, + 22.5 Rs/MWh The system is running under optimal scheduling with 1 = P2 = 100 MW %3D =…

A:

Q: Consider the 0/1/2/3 Knapsack Problem. Unlike 0/1 Knapsack problem which restricts xi to be either O…

A:

Q: Given the data for a transportation problem in table below; i. Use the North West Corner method to…

A:

Q: The following linear programming formulation comes from a production problem, where x1 and x2 are…

A: Detailed explanation:Part (a) - The Dual Problem's FormulationPrimal Problem:Objective Function:…

Q: Will the solution be different if we use <= for the first three constraints? MIN: 21X14+ 50X15+…

A: The problem is  based on the basics of optimisation problems in computer science.

Q: Solve the following equation in LINGO SOFTWARE ONLY. otherwise wait for many dislikes. PROBLEM 1.…

A: Given :  Given the linear programming problem. The task is to find the solution using LINGO…

Q: solution for the given transportation using Minimum Cost method. sider the following transportation…

A: solution is given below

Q: Solve the following LP optimization problem using the simplex method: maximize 40x + 30 subject to x…

A: Below is the complete solution with explanation in detail for the given question.

Q: Nawras Tech assembles laptop computers from generic components. It purchases its colour monitors…

A: Here, we have to find the solutions for the above questions.

Q: Three refineries with daily capacities of 6, 5, and 8 million gallons, respectively, supplythree…

A: a. Transportation Model:Z= 18x11+ 18x12+ 30x21+ 80x22+ 90x23+ 22x31+ 20x32 + 12x33 Subject to x11+…

Q: For a system consisting of two plants, the incremental costs are given by dP 0.01 P, + 20 Rs/MWh dC2…

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Q: What if Fisher Company had 10 additional machine hours (cutting) with all other resources held…

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Q: Problem 2 (1/2) Denimco manufactures three kinds of jeans. The labor and raw material used is as…

A:

Q: 2. Consider an arbitrary program in standard equation form: maximise cTx subject to Ax = b, x > 0

A: 2. Consider an arbitrary program in standard equation form: maximise c Tx subject to Ax = b. x &gt;…

Q: Destination D1 D2 D3 DA Supply 11 13 17 14 250 Origin O2 O3 Demand 200 16 18 14 10 300 21 24 13 10…

A: VAM : ===&gt; VAM stands for "Vogel's Approximation Method"  VAM algorithm: step 1: Find the cells…

Q: It is unclear why any LP with an optimal solution also has an optimal basic viable solution.

A: LP with an Optimal Solution: The viable option with the highest objective function value is the…

Q: Consider the cities J, K, L, M, N,O,P,Q. The costs of the possible roads between cities are given…

A: Minimum spanning tree of the given network using Prim's algorithm is:-

Q: A company's three factories produce 1,000 refrigerators per week. Plant A produces 350 refrigerators…

A: We are given three factories produce 1,000 refrigerators per week. Plant A produces 350…

Q: 4) Optimal Control: Non-Quadratic Cost Function. Find the optimal path, x(t), to minize the…

A: Given: The cost function is: J=∫05x4+5u2 dt subject to the constraint: x˙=0.2x+ux0=6x5=4

Q: Based on the following scenario, what is the total cost for the order of the optimal solution?…

A: VENDOR PRICE PER BED PRICE OF 200 BEDS TOTAL DELIVERY CHARGE DELIVERY CHARGE FOR ONE BED DELIVERY…

Q: 6. Firms 1 and 2 compete Bertrand-style. They each have zero marginal costs and zero fixed costs,…

A: There are many examples, including Unilever and P&amp;G, Coke and Pepsi, Christie’sand Sotheby’s,…

Q: Portfolio manager Max Gaines needs to develop an investment portfolio for his clients who are…

A: Calculate the average of each mutual fund as follows: The output is shown below: