Exercise 2 Consider the following problem subject to max 3x1 + 2x2 2x1 + x₂ ≤6 x1 + 2x₂ ≤ 6 X1, X20 • Use the graphical method to solve this problem. Solve this problem using the Simplex method.
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- uiz Tools Enabled: Chapter 4 The Art of Modelling with S. Saved Help Save & Exit 100% A student prepared the following spreadsheet model to calculate the final price of clothing items which are sold at a discount. To be complete, the student included a calculation of sales tax in the final price, qiven the original price (200), discount (0.21), and sales tax rate (0.04) shown below. A B Collapse 1 2 Original Price 3 Discount (X) 4 Discount (S) 5 Net Price 6 Sales Tax(X) 7Sales Tax(S) 8 Final Price 200 0.21 B2 x B3 = 82 - B4 0.04 - ROUND(85 x B6,2) -ROUND (B5 + 87,2) Determine what values the spreadsheet should display. (Round your answer to 2 decimal places.) Cell Value B4 (Discount in dollars) B5 (Net Price) B7 (Sales tax in dollars) B8 (Final Price) Mc Graw Hill 2 of 5 HUAWEI PrSc Ins Esc F3 F10 F11 F12 F1 F2 F5 F6 F7 FB F9 F4 %23 96 & 2 6. 8. Tab R IT Y A F G K C V N M Alt Ctrl AltExplain how the kangan squares operates ?Please explain the answer with explanation asap: a) Which OR problem is this? b) Decision variable? c) Objective and objective function? d) Constraints?
- 18. The purpose of a Property Management System is to: A) manage the entire lodging property operation by keeping all of the information regarding all departments in one computer system. B) manage only the guestrooms portion of a lodging property operation by keeping the information regarding the front desk and housekeeping in one computer system C) manage the food and beverage portion of a lodging property business by keeping the information regarding the restaurant and room service in one computer system. D) assist in developing marketing and promotion packages.A goldsmith makes two types of jewelry. A model A ring is made with 1 g of gold and 1.5 g of silver and sells for 25 UM.Another model B ring sells for 30 UM and is made of 1.5 g of gold and 1 g of silver. If you only have 750 gof each metal, how many rings should be made of each type to obtain maximum profit?Requested:- Make Initial Table of the problem.- Obtain the Case Variables- Obtain the Objective Function- Get Restrictions- Create the Simplex Table- Obtain the Optimal Solution and the Slack Variables.Solve this operational research exercise.How would you solve for this using stepping stone method?
- Formulate an LP model for the following problems.1. A furniture company makes two products: book shelves selling for ₱5,000 and cabinetsselling for ₱8,000. The direct cost per unit is ₱3,000 and ₱4,000, respectively. Thecompany has no difficulty in selling all the products it can manufacture. The assemblydepartment has 60 hours available per week and the finishing department can handleup to 48 hours of work per week. Manufacturing one book shelf requires 4 hours inassembly and 2 hours in finishing. Each cabinet requires 2 hours in assembly and 4hours in finishing. How can the management allocate the limited man-hour of the twodepartments in a way which will secure the largest possible net return?PLEASE SOLVE THE C PART OF THIS QUESTION. STEP BY STEP. THANK YOU.Please help me experts to solve this problem. Thank you.
- Question Primer Inc. offers plumbing and air conditioning services to customers in Kumasi, Ghana. The company’s product strategy is to solve the customer’s problem irrespective of what it takes, at the time the customer needs it solved. The company provides same day service for customers, and theaim is to make the customer happy before leaving.The services of the company are available 24 hours a day, 7 days a week for customers. There is no extra charge for requests made on holidays, odd hours of the day, or in festive seasons. The company aims to be available at the call of customers without charging a pesewa extra, even at times when rival firms won’t get out of bed. The company fixes the price of the service before it begins, and customers can be assured of no extra charges. Irrespective of the customer’s location in the city, Primer Inc. does not charge additional fees for transportation. For all services, the company provides a one year guarantee on all parts and labour used,…Sensitivity analysis: what are the benefits of this application as it relates to linear programming?Refer to the following sensitivity report: Variable Cells Cell Name Final Value Reduced Cost Objective Coefficient AllowableIncrease AllowableDecrease $B$2 Product_1 0 −2 5 2 1E+30 $B$3 Product_2 175 0 7 1E+30 1 $B$4 Product_3 0 −1.5 9 1.5 1E+30 Constraints Cell Name Final Value Shadow Price Constraint R.H.Side AllowableIncrease AllowableDecrease $H$9 Resource_A 0 0 100 1E+30 100 $H$10 Resource_B 525 0 800 1E+30 275 $H$11 Resource_C 700 1.75 700 366.6666667 700 If the objective function coefficient for Product_1 were increased to a value of 8, which of the following would be TRUE? The optimal solution would change. The optimal objective function value would stay the same. Product_1 would enter the solution (the final value of the variable Product_1 would be greater than zero).