A beverage company makes two types of orange-based juices, a "Classic" version that is a juice cocktail and a "Select" version that is higher in pure juice content. Each day, the company has the option to purchase up to 3,000 pounds of oranges from local growers. Each quart of Classic juice requires 0.5 pound of oranges, while each quart of Select juice requires 0.8 pound of oranges. The juice processing machine can dedicate up to 6 hours per day toward orange-based juices; it takes 4 seconds to produce one quart of Classic juice and 6 seconds to produce one quart of Select juice. From sales information, the company believes that the total daily demand for both types of juice combined will not exceed 4,200 quarts. The profit margins are $0.85 per quart of Classic juice and $1.10 per quart of Select juice. Develop a linear programming model that can be used to determine the daily number of quarts of each type of juice to produce, with the goal of maximizing profit. Provide all constraints in standard form. You do not need to solve the LP