Problem #3 - Jasper Inc. has an air conditioning manufacturing facility in Lakeland - FL for air conditioning SKUs: J101and J104. The assembly process for each SKU is similar and both require a certain number of hours in the AssemblyDepartment and in the Finishing Department.As a business consultant, Jasper Inc. asked you to apply Linear Programming (LP) to determine the combination for thenumber of SKUs J101 and J104 to assemble in every month to maximize its revenue when its facility and business operateunder the following conditions:●Each SKU J101 takes 4 hours in the Assembly Department and 2 hours in the Finishing Department.●Each SKU J104 takes 3 hours in the Assembly Department and 1 hour in the Finishing Department.●The Assembly Department has 235 hours available in the current production period, while the Finishing Departmenthas 95 hours available.●Each SKU J101 is sold for $400.Each SKU J104 is sold for $300.Answer the following questions:a.- Identify and describe the decision variables for this LP problem.b.-Mathematically state and explain the Objective Function for this LP problem.C.05 POINT-Mathematically state and explain all constraints for this LP problem.d.-Apply a graphical method and solve this LP problem. Show all graphs necessary to solve this LP problem.e.- Determine the Slack or Surplus of every resource available and explain the meaning of the calculatedSlack or Surplus.f.-If the minimum number of SKU J101 required to be assembled per month is 10 units, mathematicallystate this new constraint, apply a graphical method, solve the new LP problem and show all graphs necessary to solveit.J104Step 1.J1010803245Assembly hoursHinishing hours195400600b). Let J101 bexLet J104 by YMaximum Z=400x + 5000c) Subject to:4x + 3y <=2352x +1y <=95d)Page 5 of 8

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V (37) WhatsApp hackerrank.com/test/61t34mddd77/questions/e1n028rg0cd 19m left Returns Lang Constraints ALL long int: the minimum length of the subarray with a sum equal to k. asa • 1 ≤ n ≤ 105 HackerRank Confide 14 15 16 17 14567 1 18 • 0 ≤ arr[i]≤ 105 19 1 ≤ k ≤ 109 20 21 22 Input Format For Custom Testing 23 24 ▼Sample Case 0 25 26 Sample Input For Custom Testing 27 STDIN FUNCTION 28 29- 537212 arr[] size n = 5 30 → Į inceprasad - 13003 arr [3, 7, 2, 1, 2] 31 32 33 > 5 k = 5 HackerRank Confidentia 27 27 28 Sample Output 2 Explanation The infinite_array = [3, 7, 2, 1, 2, 3, 7, 2, 1, 2, 3, 7,...] There are two possible subarrays can be chosen, i.e., [2, 1, 2] and [2, 3]. The smallest among them is [2, 3]. Hence the answer is 2ank Confic Type here to search I Test
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Phylis Ltd has the following transactions in respect of its goods during Dec 2015. Opening stock 78 units @ GH¢25 Dec 5 bought 250 units @ GH¢24 Dec 10 sold 175 units @ GH¢95 Dec 11 bought 140 units @ GH¢26 Dec 12 sold 200 units @ GH¢48 Dec 15 paid for printing GH¢7,200 Dec 16 bought 400 units @ GH¢20 Dec 22 sold 140 units @ GH¢85 Dec 22 commission to sales Executives GH¢ 20,000 Dec 23 sold 155 units @ GH¢40 Additional information; 1. The cost of carrying a unit material inwards was agreed at GH¢1.5 2. Out of the general administrative expenses of GH¢15,200 only GH¢3,700 had been paid during December. 3. The goods sold on December 23rd only 20% has been collected by the company as at close of the year-month 4. The outstanding balance of GH¢7,100 was paid on the 20th January 2021 You are required to: a. Write up the stores ledger card using the weighted average method of stock valuation. b. Prepare trading, profit and loss…
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نن فم a. - Identify and describe the decision variables for this LP problem. -Mathematically state and explain the Objective Function for this LP problem. state and explain all constraints for this LP problem. -Apply a graphical mothe b. c. 5 POINT-Mathematically d.