Suppose Decorum makes 450 celing tans in January and 500 in February. Calculate by hand the following costs. (Note that holding costs are charge for the fans left in inventory at the end of the month. For instance, if Decorum has 25 fans at the beginning of a month, it makes 450 fans in that month, and it sells 400 fans in that same month, then there are 75 fans left at the end of the month, for which it needs to charge $20 per fan for holding cost. The 75 fans become the beginning inventory for the next month.] January Regular production cost: Holding cost: February Regular production cost: Holding cost: Question 11 5 pts Assuming Decorum must produce enough ceiling fans to meet demand, how many ceiling fans should Decorum produce each month over the course of the next year (L.e., January to December) to optimize its objective? Make a rough sketch of a spreadsheet model, with blocks laid out for the data cells, changing cells, output cells, and objective cell. Build a spreadsheet model for January and February and thoroughly test the model. Build and solve a linear programming spreadsheet model for the full problem (i.e., January to December). What is the value of the objective function for the optimal solution