A company produces two types of can openers: Model I and Model 2. Each require the use of three machines: A, B and C. Model I requires 2 hours on machine A, 1 hour on machine B and 1 hour on machine C. Model II requires 1 hour on machine A, 2 hours on machine B and 1 hour on machine C.The maximum number of hours available for machine A, B and C are 180, 160 and 100 respectively. The profit on Model I is $4 and Model Il is $6. Write down the LP model. Identify the coordinates of the extreme points of the feasible region,
A company produces two types of can openers: Model I and Model 2. Each require the use of three machines: A, B and C. Model I requires 2 hours on machine A, 1 hour on machine B and 1 hour on machine C. Model II requires 1 hour on machine A, 2 hours on machine B and 1 hour on machine C.The maximum number of hours available for machine A, B and C are 180, 160 and 100 respectively. The profit on Model I is $4 and Model Il is $6. Write down the LP model. Identify the coordinates of the extreme points of the feasible region,
Chapter1: Making Economics Decisions
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12015 Mathematical Methods of
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A company produces two types of can openers: Model I and Model 2. Each require the use of three
machines: A, B and C. Model I requires 2 hours on machine A, 1 hour on machine B and 1 hour on machine
C. Model II requires 1 hour on machine A, 2 hours on machine B and 1 hour on machine C.The maximum
number of hours available for machine A, B and C are 180, 160 and 100 respectively. The profit on Model I is
$4 and Model Il is $6.
on
Write down the LP model.
Identify the coordinates of the extreme points of the feasible region.
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