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Question 1072650: A farmer has 6000 acres available to plant with a corn and soybeans each acres of corn requires 9 litters of fertilizer and hours of labour to harvest each hectares of soybeans requires 3 litters of fertilizer and 1 hour of labour to harvest the co-op has available at most 40500 gallons of fertilizer and at most 5250 hours of labour for harvesting the number of each crop is limited by available resources; land, fertilizer, and labour for harvesting
Let x = number of hectares of corn
Let y = number of hectares of soybeans
1. Write the system of inequalities that is described by farm's constraints
2. What is the number of the most acres of corn and soybeans that farm could plant treat with fertilizer (tip:solve system of inequalities and identify the extreme points of the region solution)
3. If profit hectares are R60 and R40 respectively how many hectares of each crop should they plant in order to maximize their profit, what is maximum profit
Answer by ikleyn(52781)   (Show Source):
You can put this solution on YOUR website! .
Your writing will be MUCH MORE UNDERSTANDABLE if you use dot/(period) to separate one phrase from another.
Do you know where is the dot (the period button) in your computer ??
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