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Get Answers to all your Questions
- Home
- Engineering
- Solve it, - Linear Programming - BITSAT-2
Two models of a product - Regular (x) and Delux (y) are produced by a company. A linear programming model is used to determine the production schedule. The formulation is as follows:
Maximize profit :50x+60y
Subject to : 8x+10y800 (labour laws)
x+y 120 (total units demanded)
4x+5y500(raw materials)
All variables
The optimal solution is x=100, y=0
How many units of the labour hours must be used to produce this number of units?
- Option 1)
400
- Option 2)
200
- Option 3)
500
- Option 4)
None of the above
Answers (1)
As we learnt in
Corner Point Method -
This method of solving a LPP graphically is based on the principle of extreme points theorem.
-
at
800 units of the labour hours.
Option 1)
400
Incorrect
Option 2)
200
Incorrect
Option 3)
500
Incorrect
Option 4)
None of the above
correct
View full answer
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