4) In the production of 2 types of toys, a factory uses 3 machines A, B and C. The time required to produce the first type of toy is 6 hours, 8 hours and 12 hours in machines A, B and C respectively. The time required to make the second type of toy is 8 hours, 4 hours and 4 hours in machines A, B and C respectively. The maximum available time (in hours) for the machines A, B, C are 48, 32 and 24 respectively. The profit on the first type of toy is 5 dollars while that on the second type of toy is 3 dollars. Please can you solve this problem?
Sony, a television company, has three major departments for the manufacture of its two models, A and B. The monthly capacities are given as follows: Per Unit Time Requirement (hours) Model A Model B Hours Available this Month Department I 4.0 2.0 1,600 Department II 2.5 1.0 1,200 Department III 4.5 1.5 1,600 The marginal profit per unit from model A is Birr 400 and that of model B is Birr 100. Assuming that the company can sell any quantity of either product due to favorable market conditions, determine the optimum output for both the models, the highest possible profit for this month and the slack time in the three departments. Required A,Formulate the problem as LPM B,Solve the LPM using graphical method.
Sony, a television company, has three major departments for the manufacture of its two models, A and B. The monthly capacities are given as follows: Per Unit Time Requirement (hours) Model A Model B Hours Available this Month Department I 4.0 2.0 1,600 Department II 2.5 1.0 1,200 Department III 4.5 1.5 1,600 The marginal profit per unit from model A is Birr 400 and that of model B is Birr 100. Assuming that the company can sell any quantity of either product due to favorable market conditions, determine the optimum output for both the models, the highest possible profit for this month and the slack time in the three departments. Required A,Formulate the problem as LPM B,Solve the LPM using graphical method.
![[#1] LPP - Graphical method [ Maximization with 2 constraints ] solved problem :-by kauserwise](http://i.ytimg.com/vi/8IRrgDoV8Eo/mqdefault.jpg)
ተባረክ መምህር ቀለል ባለ መንገድ ተረዳሁት በዚሁ ቀጥል ጥሩ ነው የማስተማርክ ዘዴ ራሱ አንተ ረጋ ብለክ ስለምታስተምር እጅግ በጣም ጥሩ ነው ጥሩ ውጤት ካመጣሁ አሣውቅሀለሁ፡፡ እውቀትክን ያብዛው
ምስጋናዬ ልገልፀው በማልችለው እጅግ በጣም ብዙ ነው በርታልኝ መምህር ማስተማር እጅግ በጣም ባለ ምጡቅ አምሮ ዜጋን ያፈራል 🇧🇴🇧🇴🇧🇴
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4) In the production of 2 types of toys, a factory uses 3 machines A, B and C. The time required to produce the first type of toy is 6 hours, 8 hours and 12 hours in machines A, B and C respectively. The time required to make the second type of toy is 8 hours, 4 hours and 4 hours in machines A, B and C respectively. The maximum available time (in hours) for the machines A, B, C are 48, 32 and 24 respectively. The profit on the first type of toy is 5 dollars while that on the second type of toy is 3 dollars. Please can you solve this problem?
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Egziabher yibarkh memhr betam des yilal,kelel adrekln
Sony, a television company, has three major departments for the manufacture of its two models, A and B. The monthly capacities are given as follows:
Per Unit Time Requirement (hours)
Model A
Model B
Hours Available this Month
Department I
4.0
2.0
1,600
Department II
2.5
1.0
1,200
Department III
4.5
1.5
1,600
The marginal profit per unit from model A is Birr 400 and that of model B is Birr 100. Assuming that the company can sell any quantity of either product due to favorable market conditions, determine the optimum output for both the models, the highest possible profit for this month and the slack time in the three departments.
Required
A,Formulate the problem as LPM
B,Solve the LPM using graphical method.
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sami if possible can you write number on the video to know the sequence and to find out which video follow next ?
Yes, it is difficult to identify the order of vedios
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do you know about Dynamic programing?
Linear Programming with Four Variables Example
Thank you !!!
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Betam arif new memhr minimization bitasayen yebelete tru yihon neber ketilibet, lelochunim chapter kechalk
tnx a lot.
please mention or write the part of tutorial any way thank you so much
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አመሰግናለሁ
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yemecheh abo
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Arif
Can you help me with this
Maximize Z=10x2 subject to:
X1+X2
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Sam 🙏🙏🙏
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Sony, a television company, has three major departments for the manufacture of its two models, A and B. The monthly capacities are given as follows:
Per Unit Time Requirement (hours)
Model A
Model B
Hours Available this Month
Department I
4.0
2.0
1,600
Department II
2.5
1.0
1,200
Department III
4.5
1.5
1,600
The marginal profit per unit from model A is Birr 400 and that of model B is Birr 100. Assuming that the company can sell any quantity of either product due to favorable market conditions, determine the optimum output for both the models, the highest possible profit for this month and the slack time in the three departments.
Required
A,Formulate the problem as LPM
B,Solve the LPM using graphical method.
thank you