Manufacturer firm manufactures two product(X,Y ). Each kg of X requires 5 kWh of electricity and 0,25 h of labour. Each kg of Y requires 2 kWh of electricity and 0.5 h of labour. For Y, the quantity of raw materials available permits the maximum production of 60 kg/day. Electricity is limited to 500 kWh/day and labour to 40 hiday. The X profit is $0.25/kg, while the Y profit is S0.4/kg. To solve this LP problems by simplex method. there are three basie components must understood: 1. Decision variables that seek to determine? 2. Formulated the Objective (goal) that nced to optimize (maximize or minimize). 3. Construints that the solution must satisfy; and, 4. What quantity of cach (X&Y) should be produced and, 5. What would the profit be? Artivate windoe

Practical Management Science
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Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
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Manufacturer firm manufactures two product(X,Y ). Each kg of X requires 5 kWh of electricity and
0.25 h of labour. Each kg of Y requires 2 kWh of electricity and 0.5 h of labour. For Y , the quantity
of raw materials available permits the maximum production of 60 kg/day. Electricity is limited to 500
kWh day and labour to 40 hiday. The X profit is $0,25/kg, while the Y profit is $0,4/kg. To solve
this LP problems by simplex method.
there are three basic components must understood:
1. Decision variables that seek to determine?
2. Formulated the Objective (goal) that need to optimize (maximize or minimize).
3. Constraints that the solution must satisfy; and,
4. What quantity of cach (X&Y) should be produced and,
5. What would the profit be?
Activste WindaE
إجابتك
Transcribed Image Text:Manufacturer firm manufactures two product(X,Y ). Each kg of X requires 5 kWh of electricity and 0.25 h of labour. Each kg of Y requires 2 kWh of electricity and 0.5 h of labour. For Y , the quantity of raw materials available permits the maximum production of 60 kg/day. Electricity is limited to 500 kWh day and labour to 40 hiday. The X profit is $0,25/kg, while the Y profit is $0,4/kg. To solve this LP problems by simplex method. there are three basic components must understood: 1. Decision variables that seek to determine? 2. Formulated the Objective (goal) that need to optimize (maximize or minimize). 3. Constraints that the solution must satisfy; and, 4. What quantity of cach (X&Y) should be produced and, 5. What would the profit be? Activste WindaE إجابتك
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