WILL GIVE BRAINLIEST! Please help Waterbrook Farm Includes 240 acres of cropland. The farm owner wishes to plant this
acreage in both corn and soybeans. The profit per acre in com production is $325 and
In soybeans is $180. A total of 320 hours of labor is available. Each acre of com
requires 2 hours of tabor, whereas each acre of soybeans requires 1 hour of labor.
Lot x = the number of acres planted with corn.
Let y = the number of acres planted with soybeans.

1) What would the farm's profits be if they planted only corn?

2) What would the farm's profits be if they planted only soybeans?

3) Find the equation for the Waterbrook Farm's profit (P = ),

4) Make a system of inequalities based off the constraints of the Farm.

5) In DESMOS. graph the system of inequalities

6) How should the land be divided between the corn and soybeans in order to yield
the mamum profit?

7) What is the maximum profit of planting both com and soybeans for the Farm?