It is a python question. Please provide detailed python codes.

Question 3 A company needs to supply customers in 3 cities from its 3 warehouses. The supplies, demands and shipping costs (in dollars per unit) are shown belovw Destination Warehouse 1 Supply 34 60 36 400 70 40 50 1300 56 40 32 200 Demand 500 300 200 The company has identified the following goals Goal 1: The company would like to come as close as possible to satisfying its customers demand. It would also like to come as close as possible to using the warehouses supply Goal 2: It would like to ensure that the cost is approximately $60,000 Formulate a goal programming model of this problem. Assume that your goal is to minimize the sum of percentage deviations from your goals. You should assume that warehouses hold 50 units of safety stock each (this means that they can use reserves to increase their supply by 50 units. For example, Warehouse 1 would ideally supply 400 units, but can supply anywhere between 0 and 450 units) a. b. Solve the problem using Python. Provide the Python code and clearly state your solution. How would your answer change if Goal 2 changes to $30,000? No need to supply an addition Python code c. Question 3 A company needs to supply customers in 3 cities from its 3 warehouses. The supplies, demands and shipping costs (in dollars per unit) are shown belovw Destination Warehouse 1 Supply 34 60 36 400 70 40 50 1300 56 40 32 200 Demand 500 300 200 The company has identified the following goals Goal 1: The company would like to come as close as possible to satisfying its customers demand. It would also like to come as close as possible to using the warehouses supply Goal 2: It would like to ensure that the cost is approximately $60,000 Formulate a goal programming model of this problem. Assume that your goal is to minimize the sum of percentage deviations from your goals. You should assume that warehouses hold 50 units of safety stock each (this means that they can use reserves to increase their supply by 50 units. For example, Warehouse 1 would ideally supply 400 units, but can supply anywhere between 0 and 450 units) a. b. Solve the problem using Python. Provide the Python code and clearly state your solution. How would your answer change if Goal 2 changes to $30,000? No need to supply an addition Python code c