A chocolate maker plans for his production of two types of chocolate M and N. Both the chocolates need Milk and Choco only. To produce each unit of M and N, the following quantities are required: Each unit of M needs 1 unit of Milk and 3 units of Choco Each unit of N needs 1 unit of Milk and 2 units of Choco The chocolate maker has a total of 5 units of Milk and 12 units of Choco. On each sale, the maker earns a profit of $6 per unit A sold and $5 per unit B sold. Formulate this real-world problem into a mathematical model Graph the constraints and objective function Determine the optimal production of both chocolate types Determine the optimal profits Now, the company wishes to maximize its profit. How many units of M and N should it produce respectively