Infinite Solutions Textbook Notes - Edubirdie

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

2024
Views:

488

Pages:

4
Author:

Aysha A.

Activity 42.2: Infinite solution. in this activity We discuss a linear Programming Problem having an infinite uf solution consider the linece programs- maximis a 2= 3x + ay subject to the constrans x+3y560: x+y=10: x≤y; x20,420 Procedere.. • constrrect the Feasible region wing the Input Lommand x+3y <= 10$$x+y> = 10$$x <=988>0 $8y>=0 Find the corner point wing the Input common d coines r Identify the cornel points of the cornes points 4. Note: down the maximum vallu and poing value appeary. where this maximum Ans.. Cotnu points x coordinate y coordinate maximum valu is 180 and this valus appecies at B (15,15) and ((0,20). & Dose the maximum occur at a point or multiple points ans multiple points Single Is there any othe points Inside the Feasible region at which z is maximum To check this we Steps do the Following 1 Create. a slides & with min or max: 200 Increment: 0.1 . Draw the line 3x+ay = c • Increase the value there is atleast feasible region af Cuntit one point 17 on Line cof-the 9. what is. Cand what maximum value of happend line al this stage ans, to the The maximum 18o. The line 3x+4y = c coincides 4 9. what does il infee about the Points al which maximum? ans: Here there is infinit solution. Q. Is there any relation between the Slope of the objective function with the slop of any of the line obtained from the constrains? ans the objective function and the constrain coinsides Their slopes are equal Activity 42.3: unbonded feasibles region conside the lineal prugramming problems Detumine graphically the minimus and morzumen. value of the objective fuction. 2- 5x-2g subjut to the constrain 2x-y=5; 3x+y= 3; 2x-3y=1kg 72-2019 20

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