Question 3 [25 marks] Formulate, and solve, a linear program for the following scenario. A boat manufacturer makes fishing boats, which are sold for a profit of RM 440 each, and canoes, which are sold for a profit of RM 330 each. Each fishing boat requires 100 assembly hours and 25 finishing hours, while each canoe requires 75 assembly hours and 50 fimishing hours. The manufacturer has a total of 8000 assembly hours and 3000 fimshing hours available, How many fishing boats and how many canoes should be made to maximize the manufacturer's profit? (Let x = the number of fishing boats and y = the number of canoes.)