Solve the linear programmingproblem using the simplexmethod.Maximize P= -x+2x2subject to -× 1 + x2 ≤2-X1 + 3x2≤8×1-4x2 ≤4X1, X2 ≥0Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice.A. The maximum value of P is P =when x₁ =and X2=(Simplify your answers.)B. There is no optimal solution.

Solve the linear program using the simplex method?

Answered: Solve the linear programming problem…

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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5.) One company estimates that it can sell C units (in hundreds) of its air conditioners if it spends x thousand dollars on advertising, given by the equation C(x) = x² + 11x + 15. 2 (a) (5 pts.) Use completing the square to find the vertex of this quadratic function. Show your work. What are the maximum number of air conditioners the company can sell and the amount of money they must spend on advertising in order to sell them? Use correct units. Max. AC units: Money spent on ads: 84
A person has a 220-meter fencing wire. He ask his helper to find an empty lot that can be use to hold a program that could be able to maximize the use of fencing wire. What are the largest possible dimensions of the lot that could be enclosed by the 220-meter fencing wire? a. solution and answer b. illustrations/graph
16. Write the expression below in standard form by completing the square and express the vertex. Then, verify your answers with the maximum and minimum formulas. x = -b/2a and y = f(-b/2a) y = x² + 4x-6
What is the output for the vertex
Q. 23) please show work
help
B. y = (x +1) -2 A. y= 2+(x +1) 42. What must be added to the expression x -3x + A. 6 43. Which of the following quadratic functions is in the vertex form? A. y=ax + bx +c 44. Which of the following is the square of a binomial x - 20x +100? A. (x+10) For item numbers 45 - 47, refer to the quadratic function f(x) = 3x2 + 5. 45. What is the vertex of the function? A. (0, 5) 46. What is the equation of the axis of symmetry? A. x = 0 47. What is the y-intercept? A. 0 48. What is the direction of the opening of the graph of y = 4x2? A. Upward 49. If the graph of y = x is shifted 7 units to the left, what will be the new equation? A. y = x + 7 50. Find two numbers such that their difference is 10 and they have the minimum product. What is the minimum D. y = (x +22) – 1 to make it a perfect square trinomial? C. y (x +1) +1 В.9 D. - B. y-c =bx C. y = a(x+c) + k D.y = a(x - h + k %3D B. (x + 20) C. (x-10) D. (x- 20) B, (5, 0) С. (3, 5) D. (5, 3) B. x = 5 C. y = 0 D. y = 5 В.3 C. 5 D. 15 B.…
2. Simon knows that at $30 per ticket, 500 tickets to a show will be sold. He also knows that for every $1 increase in price, 10 fewer tickets will be sold (see equation). Revenue = (price per ticket)(number of tickets sold) R(x)= (30+ x) (500 - 10x) R, represents Revenue from ticket sales, x represents number of $1 price increases (Hint: complete the square) Use the equation of the function above modelling revenue from ticket sales to determine the following: a) Ticket price that will maximize revenue b) The maximum revenue

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