Use simulation techniques to solve the following problem on inventory management Consider the company in Task 3 planning its inventory system over the next n months. The sizes of the demands at each point of time, Dt), are IID random variables (independent of when the demands occur), and distributed uniformly within the range [0, 50). At the beginning of each month, the company reviews the inventor level and decides how many items to order from its supplier. As before, if the company orders Z items, it incurs a cost of K + 1Z, where K = 30 is the setup cost and 1 = 3 is the incremental cost per item ordered. (If z = 0, no cost is incurred.) When an order is placed, the time required for it to arrive (lead time) is 1 month The company uses a stationary (s. 5) policy to decide how much to order, ie, 2(e) = {8-1(0)16)