= = There are four existing facilities with the coordinates Pi = (1,2), P2 = (3,7), Pz = (4,6), and PA = (6,4). A new facility is to be located relative to these facilities, where the item movement will be in straight lines. The relative weights of the annual item movement are wn = 3, W2 = 4, W3 = 6, and w4 = 8. Determine the optimum location for the new facility if the cost is proportional to the square of the distance traveled (Squared-Euclidean distance problem). Determine the optimum location for the new facility if the cost is assumed to be proportional to the straight line traveled (Euclidean distance problem)