Consider the following linear programming problem. A coffee merchant sells two blends of coffee. Each pound of blend A contains 80% Mocha Java and 20% Jamaican and sells for $3 a pound. Each pound of blend B contains 30% Mocha Java and 70% Jamaican and sells for $2.25 a pound. The merchant has available 1000 pounds of Mocha Java at $1.00 per Pound and 600 pounds of Jamaican at $1.50 per pound. Let x be the number of pounds of blend A and y be the number of pounds of blend B. The merchant will try to sell the amount of each blend that maximizes her Profit. Choose the Appropriate Objective Function Choose the Appropriate Objective Function 1) .80x + 20y 2) 1.00x + 1.50y 3) 3x +2.25y 4) 1.90x +.90y