Transportation Model

Question: Build a model using LINGO that will minimize the overall cost of supplying customers with the following conditions:

-10 customers: each customer demand will be a uniform random number between [500, 1,000].

-5 distribution center candidate locations: we have to choose only 2 distribution center locations.

-5 distribution centers: the cost of opening a distribution center follows a uniform random number between [10,000, 20,000].

-Distribution center capacity: each distribution center will supply a maximum of 10,000 units.

-Cost of supplying 1 unit from distribution center i to customer j will be a uniform random number between [1, 10].

Hint 1: use a random number generator

Hint 2: use a for loop