A farmer has 200 acres of land available for growing corn and soybeans. The cost of growing corn is $60 per acre, while the cost of growing soybeans is $80 per acre. The farmer has a maximum of $12,000 available to spend growing the crops. Each acre of corn requires 20 hours of labor and each acre of soybeans requires 10 hours of labor. The farmer has a maximum of 3000 hours of labor available. If the farmer expects to make a profit of $200 per acre on corn and $150 per acre on soybeans, how many acres of each should be planted to maximize the profit