Linear Programming Problem | Camosun College - Edubirdie

University:
Camosun College
Course:
NURS132 | Promoting Health and Wellbeing
Academic year:

2024
Views:

253

Pages:

4
Author:

Aysha A.

LAB-42 LINEAR PROGRAMMING AIM:- PROBIEM • To explore the geometrical solution elf lineas programming problem. Po understand the difference btw Feasible region bounded and unbounded region. Concepts:- 2 cornes points method for solving lineal programmny problems solution f LPP having unbounded Reasible region. Activity 42.1 Cornel points and solutions cet a LPP consider the lineew programming problems maximize to the contrains. 2=Rx+2y Subjec y-x < 1 7x+6y ≤ is 4x-4 <10 Procedure:- we cap construct the Feasible region using the input command A region named In the Input is created bal, type the corner (a) td get the corner Poinis • Identify the corner points which are part of the feasible region Fill the following table. Ans:- Corner points x 1001dinave (1.29,2.29) 1.29 (3,2) 9. Which corner point of the polygon hay the Cargest value of 2=x-124? ans: E (3/2) has (ceorgest value of z lexgest value is 7. Q: which corner pornts has minimum valu af 25x+2y. ams: JC0.02 has least valu uf 2. least value is Is there any other points region which can 4 2 have C In sick the Year greaks vallu than that at the cornel points. To check this we do the following Steps Create a slider c with min - max=10 and increment: of •Draw the line x+2y=c Set the value of claut I and observe whether there 13 any point the Feasible region satisfy the Coordination x+2y=c • Gradually increase the value cy c Until Thele exist cut least one point of E Cf the feasible region ison the line x+2y=c Identify that point and find the valle of c C what 13 maximum value of = in the Reasible region

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