maximize 2=`-2x; t Xq -4x3+3x4 Subject to 2xi+2x2t bx2+ 4x4 58 2メ」- 2×3+2x4 2-2 4x,+2x2 s4 2 x1+ 4x2+ 2x3+ 4x4=4 ×2,×3ノメ4 z0 using the construct first method big method for the Simplex Simplex d id entify tableau corresponding initial BF entering basic variable and variable Solve this identify basic Eaving model by use Simpley method Soluer to

Q: A manufacturer produces two types of products (x and y) and must decide how many it should produce…

A:

Q: Use simplex method in finding your solution Minimize 3X1 + 5X2 + 5X3 + 4X4 Subject 8X1 + 2X4 s 100…

A:

Q: olve using guassian elimination with maximum

A: Introduction: According to the description of the elimination method, it entails removing one of the…

Q: 1. Maximize using the Simplex Method f = 3x + 10y subject to 14x + 7y < 35 5x + 5y < 50

A:

Q: Use the two-phase Simplex Method to find an optimal solution for this problem.

A:

Q: 8 Use graphical method te: Manimize k=-50xt20o4 Subject to 2x-42-5, 31 tyz3,2x-34<12 Choose the…

A:

Q: Why we use the minimum ratio test to find the column in the DUAL simplex method, what will happen if…

A: The dual simplex method minimum ratio test is used to determine the leaving base variable. Recall…

Q: Use Simplex method to Maximize Ζ = 4x1 +10x2 Subject to  2x1 + x2 ≤ 50                    2x1 +…

A: Solution

Q: A fruit juice company makes two special drinks by blending apple and pineapple juices. The first…

A: Given data as ingrediantfirst drinksecond drinkApple juse30%60%Pinaple juse70%40% According to the…

Q: How do you detect infeasibility using the Dual Simplex Method?

A: If there is no any solution that satisfies all the constraints, then it is called Infeasible…

Q: Min z=-2x1+x2-x3 Subject to constraint 3x1+x2+x3=0  Solve this by simplex method

A: We have to solve the given LPP using simplex method.

Q: rectangular box is to have a square base and a volume of 45 ft3. If the material for the base costs…

A:

Q: Махітіze f = 3x + 20y, subject to 14x + 7y < 35l 5x + 5y < 50 (Use simplex method to solve the…

A: simplex method table

Q: When do problems become unrestricted after changing primal to dual simplex method? Justify your…

A: Yes, Problems become unrestricted after changing primal to dual simplex method.If any constraint in…

Q: A company manufactures two types of sneakers: running shoes and basketball shoes. The total revenue…

A: Given ,Revenue from x1 units of running shoes and                           x2 units of basketball…

Q: A box with a rectangular base is to be constructed of material costing $2/square inches for the…

A: Given problem is : A box with a rectangular base is to be constructed of material costing $2/square…

Q: Q1:- When problem become unrestricted after changing primal to dual simplex  Method justify your…

A: For every given LPP there exist an associated LPP, which is based on the same data and have the same…

Q: 3.Max Z = x1 + 6x2 Subject to: 17x4 + 8x2 s 136 3x, + 4x2 s 36 X1, x2 2 0 and integer Find the…

A: Given information is Max Z = x1 + 6x2Subject to:17x1 + 8x2 &lt;=136    ---------&gt;(A)3x1 + 4x2…

Q: Maximize f(x₁, x₂) = x₁ + x2 use of simplex method and it subject to: X₁ + 2x₂ ≤ 10 2x₁ + x₂ ≤ 10 x₂…

A: We have given LPP problem, max fx1, x2 = x1+x2x1+2x2≤102x1+x2≤10x2 ≤ 4x1, x2 ≥ 0 We need to use…

Q: Find the optimal value of the objective function for the LP problem (without using simplex method to…

A:

Q: It is a problem about simplex method in linear programming     maximize   2x1 - 6x2 subject to…

A:

Q: A bus service carries 10 000 people daily between Ajax and Union Station and the company has space…

A:

Q: In an open-top drawer, the material cost of the two sides is $240 per m2. The material cost of the…

A:

Q: Find solution using simplex method. Maximize Z = 3x1 + 5x2 + 4x3 subject to the constraints 2x1 +…

A: Given, max z=3x1+5x2+4x3subject to   2x1+3x2≤8                    2x2+5x3 ≤10…

Q: Minimize z = 22x1 + 44x2 + 33x3 subject to x1 + 2x2 + x3 > 3, x1 + x3 3, 3x1 + 2x2 + 2x3 8 using two…

A: Given LPP is  Minimize z=22x1+44x2+33x3Subject tox1+2x2+x3≥3x1+x3≥33x1+2x2+2x3≥8x1,x2,x3≥0 In order…

Q: packaging company is going to make open-topped boxes out of 20 cm by 20 cm rectangles of cardboard…

A:

Q: Max Z = 3X1 + 2X2 Subject to: X1 + 2X2 =0 a) Find the optimal solution of the duality using the Big…

A: Max Z = 3x1+2x2Subject to:  x1+2x2≤6 2x1+x2≤8-x1+x2≤10.x1+x2≤2;After introducing slack variables Max…

Q: Solve the linear programming problem by the simplex (y2 - 2x + 65 method. Minimize 12x+ 4y subject…

A: Given - Solve the linear programming problem by the simplex method. Minimize 12x + 4y subject to the…

Q: simplex method.

A: We have to solve the given linear programming problem by the simplex method. Let the objective…

Q: The maximum value of f(x, y) subject to the constraint g(x, y) = 280 is 5500. The method of Lagrange…

A: Consider the given information:

Q: Solve min x1-x2-2x3 problem by means of Lagrange multipliers under the constraints of x1+x2+x3=5 and…

A: To determine maxima and minima of the function with respect to some constraints then follow as Find…

Q: When problem become unrestricted after changing primal to dual simplex method . Justify your…

A:

Q: Solve by HEURISTIC METHOD. Maximize Z MAXIMIZAR Z=X1+ 5X2 +7X3+ 3X4 Sa. 7X1 + 3X2 + 2X3 +4X4 <21 8X1…

A: We have linear programming problem with us. Maximize Z=X1+5X2+7X3+3X4subject to, 7X1+3X2+2X3+4X4≤21…

Q: choose the correct option  a) beginbmatrix-3   3 1 enbinmatrix       b)beginbmatrix-3  -3  0…

A: To determine the residual for the given system , using least square method

Q: The fencing of the left border costs $5 per foot, while the fencing of the lower border costs $1 per…

A: Find  left border ft = bottom border ft = garden area ft2.

Q: Maximize f=10x+5y subject to  4x+y ≤28 2x+3y ≤24 x ≥0, y ≥0 (Use simplex method and show work…

A:

Q: solving a problem where 100 different products (100 real variables) are produced using just two…

A: it is given that the In solving a problem where 100 different products (100 real variables) are…

Q: Minimize Bubject tos * +2x2+3x3-12 0 X2+ 2xg +3x4-4 0 by direct substitution method.

A: Given, fx=x1-x22+x2-x32+x3-x44---1 subject to the constraints x1+2x2+3x3-12=0…

Q: It is a problem about simplex method   Minimize     x12 + 8x13 + 9x14 + 2x23 + 7x24 + 3x34…

A: We have Minimization problem Min z=x12+8x13+9x14+2x23+7x24+3x34Sunject to…

Q: Use the simplex method to find the optimal solution. Assume all variables are nonnegative.

A: Note: Since you have asked multiple questions, we will solve the first question for you. If you want…

Q: Find the multiple solutions. Maximize  z = 45x1 + 30x2,  subject to 2x1  +  9x2  ≤  144 2x1  +…

A: z=45x1 +30x2subject to 2x1 +9x2 ≤1442x1 +3x2 ≤603x1 +2x2 ≤75x1 ≥0 , x2 ≥0  To find : Maximum value…

Q: Albert wants to make an open box from a rectangular piece of cardboard by cutting squares out of the…

A: Here we use the second derivative test to find the dimensions of the required box.

Q: me of 485 cubic meters. The cost per square meter of materials is $2,000 for the ceiling, $9,000 for…

A: INTRODUCTION: Let z=f(x,y) be the function of x and y, the extrema of the function is dependent on…

Q: The Shader Electronics Company produces two products: (1) Walkman, and (2) Watch-TV. Each Walkman…

A:

Q: Solve for the optimal solution using the Simplex methodology: max z = 5x, +4x, subject to бх, + 4х,…

A: After introducing the slack variables, the LPP becomes Max z=5x1+4x2+0·s1+0·s2+0·s3+0·s4 subject to…

Q: fence is to be built to enclose a rectangular area of 280 square feet. The fence along three sides…

A: Rectangular area=280 square feet   Let the length of rectangle=x   Let the width of rectangle…

Q: $24 is available to make a rectangular storage container with a square base and open top. If the…

A:

Q: The Shader Electronics Company produces two products: (1) Walkman, and (2) Watch-TV. Each Walkman…

A:

Q: Find solution using graphical method and then solve it by using LINGO Maximize Z = 15x1 + 10x2…

A: Given LPP problem is  Maximize Z=15x1+10x2 Subject to  4x1+6x2≤3603x1≤1805x2≤200x1,x2≥0 To solve the…