Please answer these two questions using the simplex algorithm:

24. A fruit juice company makes two special drinks by blending apple and pineapple juices. The first drink uses 30% apple juice and 70% pineapple, while the second drink uses 60% apple and 40% pineapple. There are 1000 liters of apple and 1500 liters of pineapple juice available. If the profit for the first drink is $0.60 per liter and that for the second drink is $0.50, use the simplex method to find the number of liters of each drink that should be produced in order to maximize the profit. 25. A manufacturer produces three models of bicycles. The time (in hours) required for assembling, painting, and packaging each model is as follows. The total time available for assembling, painting, and packaging is 4006 hours, 2495 hours and 1500 hours, respectively. The profit per unit for each model is $45 (Model A), \$50 (Model B), and \$55 (Model C). How many of each type should be produced to obtain a maximum profit