1A) How Linear programming modeling is different from other Mathematical propramming modeling (5) A small clinic specializes in general and orthopedic surgery. Each general surgery performed nets $200 to the clinic, and each orthopedic surgery performed nets $300 There are two constraints of interest surgery and therapy Surgery is limited to 80 person hours per week, and therapy to 120 person-hours per week. Each general patient needs 2 hours of surgery time and 2 hours of therapy. Each orthopedic patient needs 4 hours of surgery and 12 hours of therapy. How many general and orthopedic patients should the clinic schedule to maximize its net profit, write a LP model? Solve LP, model 2A) Consider following LP model Max 2-X-2Y St X Y 3. 2X-3Y 24, X 6 X 0.70 0 Solve LP model in Solve LP ir Min 2-Y-X B) Sole the given in and show it has multiple optimal solution Max 2-10X+20Y st (5) 10X+6 Y-2500, 5X10Y S 2000, X+2Y 3 500, X0Y 0 (8) HA) What do you mean shadow cost and what is advantage of it. 3.1) Consider following LP model profit Max 2-4X Y 2X Y6 IX+271, 2X+ Y4. X=0.920 Find the shadow cost for this model (15) 4A) A factory has fixed overheads of 600 per week and produces packets of sweets at a cost of 6Op each which are then sold for 75p Equations of total revenue and total expenditure. The numbers of packets of sweets ranging from 0 to 6000 per week. The numbers of packets the factory must produce to break even with revenue equal to expenditure (in The number of packets which results in a net profit of 210 per week (ii) The number of packets which results in a net loss 300 per week. (06) 4-B) a) What is transportation problem in OR What is its Linear Programming Model 1A) How Linear programming modeling is different from other Mathematical propramming modeling (5) A small clinic specializes in general and orthopedic surgery. Each general surgery performed nets $200 to the clinic, and each orthopedic surgery performed nets $300 There are two constraints of interest surgery and therapy Surgery is limited to 80 person hours per week, and therapy to 120 person-hours per week. Each general patient needs 2 hours of surgery time and 2 hours of therapy. Each orthopedic patient needs 4 hours of surgery and 12 hours of therapy. How many general and orthopedic patients should the clinic schedule to maximize its net profit, write a LP model? Solve LP, model 2A) Consider following LP model Max 2-X-2Y St X Y 3. 2X-3Y 24, X 6 X 0.70 0 Solve LP model in Solve LP ir Min 2-Y-X B) Sole the given in and show it has multiple optimal solution Max 2-10X+20Y st (5) 10X+6 Y-2500, 5X10Y S 2000, X+2Y 3 500, X0Y 0 (8) HA) What do you mean shadow cost and what is advantage of it. 3.1) Consider following LP model profit Max 2-4X Y 2X Y6 IX+271, 2X+ Y4. X=0.920 Find the shadow cost for this model (15) 4A) A factory has fixed overheads of 600 per week and produces packets of sweets at a cost of 6Op each which are then sold for 75p Equations of total revenue and total expenditure. The numbers of packets of sweets ranging from 0 to 6000 per week. The numbers of packets the factory must produce to break even with revenue equal to expenditure (in The number of packets which results in a net profit of 210 per week (ii) The number of packets which results in a net loss 300 per week. (06) 4-B) a) What is transportation problem in OR What is its Linear Programming Model