Which of the following statements islare not correct? " i It is possible to have more than one comer point of the feasible set as an optimum solution to an LP problem. i The objective function parallel to the line 4x + 2y = 200 is 2x+y. O i only O Neither Both O i only

Q: Which of the following statements is false? * In most cases, for the inequality with s, the…

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Q: With reference to a transportation problem define the following terms: c) Optimal solution d)…

A: Optimal solution: A feasible solution which optimize ( maximum or minimum) the objective is called a…

Q: Write down (without solving) the dual LP problem. (Let the variables x, y, and z correspond to the…

A: We need to write down (without solving) the dual LP problem. (Let the variables x, y, and z…

Q: The minimum value of the function f(x, y) = x + y subject to constraint x² + y² = 2 is not equal to…

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Q: Shown in the diagram is an unbounded feasible set formed by 3 inequalities. The corners of the…

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Q: x + 2y 2 8 (y 20 Minimum for nur C = x + 3y

A: Linear programming problem: graphical method. The given objective function is C=x+3y, subjected to…

Q: Is the problem in standard form? Do not attempt to solve it. Maximize P = 10x1+ X2 subject to the…

A: NOTE:Kindly repost the other question as a separate question.

Q: Which of the following statement is not true? * Bounded feasible regions have both a minimum and a…

A: If the feasible region is bounded then the objective function has both maximum and minimum. So…

Q: Let M and m be the maximum and minumum values of the function f(x,y)=8x2−2y subject to the…

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Q: Find the maximum and minimum of 2x – 3y with respect to the feasible set: "x > 0 y > 0 y sx + 1 y 2…

A: Find the maximum and minimum of 2x-3y with respect to the feasible set as follows. The given…

Q: Consider the following feasible set, shaded in blue. What is the minimum value of the function – (8x…

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Q: Which of the following statements is/are not correct? It is possible to have more than one comer…

A: Here  When objective function is parallel to any of the Constarints then there is mutiple solution…

Q: Q#5. Given the region of feasible solution in the figure below. Identify the nature (type) of each…

A: Solution (a)(1.) 1st constraint will be of less than or equal, inequality type.(2.)  2nd  constraint…

Q: The minimum value of the function f(x, y) = x + y subject to constraint x² + y² = 2 is equal to (1,…

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Q: Consider the following LP: 6x, + 4x2 4x, +x, s7 X, +x, 5 4 - X, + x, s 2 A. Maximize subject to…

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Q: 6. Try to write the dual problem form of the following minimum value problem. Min C=2x, + 3x, Sate X…

A: Given Primal is   Min Cx = 2x1 + 3x2 subject to x1 + x2 ≥ 2 2x1 + 3x2 ≥ 6 x1 ≥ 0,  x2 ≥ 0

Q: Write down (without solving) the dual LP problem.

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Q: Find the maximum of 2x + 3y on the feasible set given by x2 0, y 20, 2x + y 22, 3x + 4y s 12. a) 6…

A: We sketch 2x+y≥2 , 3x+4y≤12 , x≥0, y≥0 using a graphing calculator.

Q: 4.(a) Sketch the region of solutions of the following systems of inequalities: 2? + 3? ≤ 12 −? + 2?…

A: Inequalities.

Q: 6 Find the minimum of –x + 2y on the feasible set given by x 2 0, x5 4, y 2 2, and x+y24. a) 0 b) 2…

A: We graph x≥0, x≤4, y≥2 and x+y≥4 using a graphing calculator.

Q: 05. What is the maximum value of the objective function C = 5x + 2y subject to the given constraints…

A: You have posted multiple questions. As per the instruction, we will be answering only the first…

Q: a. Select the correct choice below and, if necessary, fill in the answer boxes to complete your…

A: Given feasible region is

Q: Label each of the following statements as True or False, and then justify your answer based on the…

A: given        IX an feasible region . a If 3,3 produces a large value at the objective…

Q: Write the Kuhn-Tucker conditions and find the maximum value of y=x-.25x^2+y^2 subject to…

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Q: Consider the LPP of maximizing -I1 + 5x2 subject to the constraints 2x1 + 4r2 + 13 0, 11 > 0, and 1…

A: Since you have posted a question with multiple subparts, we will solve the first three subparts…

Q: Which of the following statements is false?       A) In most cases, for the inequality with ≤, the…

A: As we know that optimal solution (that is minimum or maximum) are occurer in always boundary point…

Q: Solve the following LP problem using simplex method. Show all your solutions/tables used.…

A:

Q: Which of the following statements is/are not correct? * i. It is possible to have more than one…

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Q: The function fexiy)o 2x+ Z² max value and absolute min value subject to the constraint x? + y3t22 =9…

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Q: 2. Read each of the following statements carefully and check whether it is true or false. a. In a…

A: We have found the answer as given below

Q: Shown in the diagram is an unbounded feasible set formed by 3 inequalities. The corners of the…

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Q: Part Find the maximum value of the objective function 3z – Dy subject to the constraints -9y < 0, I…

A: Given a linear programming problem, Maximise       3x-9y Subject to        -9y≤0x≥07x+2y≤63x+7y≤56…

Q: Determine whether the points are in the feasible region for the system of inequalities stated below.…

A: Answer : A ) No B) Yes

Q: The maximum value of the function f(x,y) = (xy) subject to the constraint %3D g(x,y) = + y? = 1, is…

A: Consider the given equation. fx,y=xy6x24+y2=1 Now, apply the Langrenges multiplier. Find the…

Q: Find the maximum value of the objective function 7у — 4х subject to the constraints 2х — 7у 2 -31,…

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Q: Which of the following statement is not true? a.) Bounded feasible regions have both a minimum and…

A: Bounded feasible regions have both a minimum and a maximum value. This statement is true.

Q: The minimum point of the function f(x, y) = x + y - 8 subject to the constraint x + y = 2 is at, -…

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Q: i. It is possible to have more than one corner point of the feasible set as an optimum solution to…

A: A linear programming problem has the following form: Maximize/Minimize Z=cX subject to the…

Q: 3. Solve using the simplex method the following problem. TY Subject to: 2x+y<18 Maximize Z=3x+2y…

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Q: Find the absolute maxımum and minimum of f(r, y) = x² + y subject to the constraint 3x2 + 4y? = 5

A: To find the absolute maximum and minimum values of f(x,y) subject to constraint g(x,y).

Q: 2. Show that the feasible set constrained by the inequalities x > 0, y > 0, 2x+5y < 3, -3x+8y < -5…

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Q: Find the indicated extreme value of f subject to the given constraint  maximum of f(x,y) = 4x+6y…

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Q: Use the given feasible region determined by the constraint inequalities to find the maximum possible…

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Q: Multiple choice: You were given the following mathematical statements: Maximize: 200x +150y;…

A: To check if the changing the constraints gives the solution for the linear programming problem.  And…

Q: Give the corners of the feasible set and the maximum and minimal value.

A: In any LPP , first write equations  as follows.Now we will plot the three lines of the constraints…

Q: (a) Let f(x, y) = x² + 2y². Find the extreme values of f(x,y) subject to the constraint equation x²…

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Q: The shaded region in the given figure above illustrates an unbounded feasible region. Which of the…

A: Option 1 is correct because maximum can be infinity in case of unbounded feasible region

Q: Which of the following statements islare not correct? * i. It is possible to have more than one…

A: given the both statements are correct when objective function is parallel to any f the constraints…

Q: Find the extreme values of f subject to both constraints. (If an answer does no f(x, y, z) = x + 2y;…

A: The minimum is the smallest value in the data set. The maximum is the largest value in the data set.