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Parker Suorsa Farming project Turned in May 28, 2010
How much land am I farming? I’m farming a triangle 16,698 feet long, and 12,000 feet^2 wide, with a hypotenuse of 20,563 feet^2, a total of 2,300^2 acres. What’s the equation of one of my boundary lines? The equation of my hypotenuse line is  y=-12,000/16,698x +16,698 and 12,000x+16,698y=33,396
How much will the bank loan me? ,[object Object],[object Object],[object Object]
How much fertilizer will I need? First, I’ll find out the maximum amount of fertilizer I can buy.  It just so happens that I can only get 340 units of fertilizer per acre, so multiplying that to my total acres will give me 782,000 units, my maximum.  Since cotton uses 300 units per acre, and pistachio costs 400 units, my inequality will be 782,000  >  300x +400y. ,[object Object]
What does this polygon mean? Every point on this line is the intersections of two lines.  These lines were made by turning all of our past inequalities into equations by turning the  >  into a =.  These points are the highest possible amounts of money, but I need a way to find out which is most profitable.
How can I find which point gives me the most profit? ,[object Object],[object Object],[object Object],[object Object]
How can I get the right amount of the right herbicide? ,[object Object],[object Object],[object Object]
How many pruning crews do I need? ,[object Object],[object Object],[object Object],[object Object],[object Object]

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Parker's Farming project

  • 1. Parker Suorsa Farming project Turned in May 28, 2010
  • 2. How much land am I farming? I’m farming a triangle 16,698 feet long, and 12,000 feet^2 wide, with a hypotenuse of 20,563 feet^2, a total of 2,300^2 acres. What’s the equation of one of my boundary lines? The equation of my hypotenuse line is y=-12,000/16,698x +16,698 and 12,000x+16,698y=33,396
  • 3.
  • 4.
  • 5. What does this polygon mean? Every point on this line is the intersections of two lines. These lines were made by turning all of our past inequalities into equations by turning the > into a =. These points are the highest possible amounts of money, but I need a way to find out which is most profitable.
  • 6.
  • 7.
  • 8.