A farmer has 150 acres of land available to raise alfalfa and barley. It takes one day to trim an acre of alfalfa and two days to trim an acre of barley, and there are 240 days per year available for...

Fully work out linear program problem.


Extracted text: A farmer has 150 acres of land available to raise alfalfa and barley. It takes one day to trim an acre of alfalfa and two days to trim an acre of barley, and there are 240 days per year available for trimming. It takes 0.3 day to harvest an acre of alfalfa and 0.1 day to harvest an acre of barley, and there are 30 days per year available for harvesting. Find the number of acres of each crop that should be planted to maximize profit, assuming that the profit is $140 per acre for alfalfa and $235 per acre for barley. 1. Identify the variables used. 2. Set up the objective equation. 3. Write the constraints. 4. Graph the feasibility region. 5. Identify the feasible solutions. 6. Test the objective function. 7. State the solution in a complete sentence.