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A factory uses three different respurce ...

A factory uses three different respurce for the manufacture of two different products, 20 units of the resource A, 12 units of B and 16 unit of C being available. One unit of the first product requires 2,2 and 4 units of the resources and one unit of the second product requires 4,2 and 0 units of the resources taken in order. It is known that the first product gives a profit of ₹20 per unit and the second ₹ 30 prt uniy. Formulate the LPP so as to earn maximum profit.

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SHARAM PUBLICATION-LINEAR PROGRAMMING -EXAMPLE
  1. Solve the following LPP graphically Maximize, Z=20x+30y Subject to...

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  2. Let an LPP be as follows: Maximize Z=3x1+5x2 subject to x1+2x2le12, 2x...

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  3. Solve the LPP Maximize z=5x+3y Subject to 3x+5yle15 5x+2yle10 , ...

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  4. Solve the LPP Maximize z=5x+3y Subject to 3x+5yle15 5x+2yle10 , ...

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  5. Solve the LPP Maximize z=3x+2y Subject to x+yle400 2x+yle500 ,xge0...

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  6. A man plans to start a poultry farm by investing at most ₹ 3000. He ca...

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  7. An agro-based company produces tomato souce and tomato jelly. The quan...

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  8. A factory uses three different respurce for the manufacture of two dif...

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  9. Show that feasible region for the following constarints in a graph 2x+...

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  10. Shade the feasible region for the inequations 2x+3yle6,xge0,yge0 in a ...

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  11. State the linear programming problem.

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  12. A company has two factories at locations X and Y. He has to deliver th...

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  13. A company produces three types of cloth A,B and C. Three kinds of wool...

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  14. Maximize:Z=10x1+12x2+8x3 "Subject to": x1+2x2 le 30 5x1 -7x3 ge 12 x1+...

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  15. Maximize z=-10x+2y Subject to -x+yge-1 ,x+yle6 ,yle5, x,yge0

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  16. Solve the following LPP graphically : Maximize : Z=5x1+3x2 subject to ...

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  17. Solve the following LPP graphically: Maximize: Z=4x1+3x2 subject to x1...

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  18. Solve the following LPP graphically Maximizez=20x+10y Subject to x+2...

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  19. Solve the following LPP graphically Maximize z=20x1+10x2 Subject to x1...

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  20. Solve the following LPP graphically Maximize z=5x1+3x2 Subject to 3x1...

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