2) Fly-High Airlines sels business class and tourist class seats for its charter flights. To charter a plane at least 5 business class.tickets must be sold and at least 9 tourist class tickets must be sold. The piane does not hold more then 30 passengers. Fly-High makes $40 profit for each business ciass ticket sold and $45 profit for each tourist class ticket sold., in arder for Fly-HighAirlines to maximize its profits, how many tourist class seats should they sel?X> bc seats's te seats75,9)『ニ5(al,7))~ ン30max profit i's 13A5.The airline Should sell5 business class seatsand 15 tourist classSeats.- 19. We will not solve LP problems yet. Today, your task is to find a "solved" linear programmingproblem which is related to your field of specialization. Indicate/acknowledge your source and try toreconstruct the given solution using the following steps.ProblemDefine the unknowns.Let x beand y beWrite the objective function.Minimize/maximizeFormulate the constraints as a systemof inequalities.Find the feasible region thatgraphically represent the constraints.Determine the corner pointsCalculate the value of the objectivefunction at each of the corner points todetermine which of them has theminimum/maximum valueWrite your decision rule/conclusion.

1st we will form a linear programming problem and then solve it by graphical method

Answered: 2) Fly-High Airlines sels business…

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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