Construct an LP Model for the given problem and solve it using graphical method. A farmer can plant up to eight hectares of land with rice and corn. He can earn Php5000.00 for every hectare he plants with rice and Php3000.00 for every hectare he plants with corn. His use of a necessary fertilizer is limited by the Credit Cooperative Policy of 10 gallons for his entire 8 hectares. Rice requires 2 gallons of fertilizer for every hectare planted, and corn requires just 1 gallon per hectare. Find the farmer’s maximum profit.
Construct an LP Model for the given problem and solve it using graphical method. A farmer can plant up to eight hectares of land with rice and corn. He can earn Php5000.00 for every hectare he plants with rice and Php3000.00 for every hectare he plants with corn. His use of a necessary fertilizer is limited by the Credit Cooperative Policy of 10 gallons for his entire 8 hectares. Rice requires 2 gallons of fertilizer for every hectare planted, and corn requires just 1 gallon per hectare. Find the farmer’s maximum profit.
Chapter9: Quadratic Equations And Functions
Section9.5: Solve Applications Of Quadratic Equations
Problem 9.71TI: Find the base and height of a triangle whose base is four inches more than six times height and...
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Construct an LP Model for the given problem and solve it using graphical method. A farmer can plant up to eight hectares of land with rice and corn. He can earn Php5000.00 for every hectare he plants with rice and Php3000.00 for every hectare he plants with corn. His use of a necessary fertilizer is limited by the Credit Cooperative Policy of 10 gallons for his entire 8 hectares. Rice requires 2 gallons of fertilizer for every hectare planted, and corn requires just 1 gallon per hectare. Find the farmer’s maximum profit.
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