A farmer plants wheat and rye. The farmer plants at least 3 acres of rye, but no more than 15. The farmer plants at least 1 acre of wheat, but no more than 7. The farmer has up to 20 acres available for planting the wheat and rye. Each acre of wheat makes a profit of $500. Each acre of rye makes a profit of $300.

1. Identify the variables.
The variables are shown below:
x=the number of acres of rye. (3

Question

A farmer plants wheat and rye. The farmer plants at least 3 acres of rye, but no more than 15. The farmer plants at least 1 acre of wheat, but no more than 7. The farmer has up to 20 acres available for planting the wheat and rye. Each acre of wheat makes a profit of $500. Each acre of rye makes a profit of $300.

1.	Identify the variables.
The variables are shown below:
x=the number of acres of rye. (3<=x<=15)
y=the number of acres of wheat. (1<=y<=7)

2.	Write the objective function for this scenario.

3.	Write the constraints for this scenario.

4.	Graph the constraints and shade