a Euclidean Distance
d12 = [(x1 - x2)^2 + (y1-y2)^2]^0.5
d_AB = [(32-53)^2 + (22-61)^2]^0.5 = 44.29
d_BC = [(53-51)^2 + (61-56)^2]^0.5 = 5.36
d_AC = [(32-51)^2 + (22-56)^2]^0.5 = 38.95
b. Rectilinear Distance
d12 = |x1-x2| + |y1-y2|
d_AB = |32-53| + |22-61| = 60
d_BC = |53-51| + |61-56| = 7
d_AC = |32-51| + |22-56| = 53
The following three points are the locations of important facilities in a transportation network: (32.22), (53,...
Rauschenberg Manufacturing is investigating which locations would best position its new plant relative to three important customers? (located in cities? A, B, and? C). As shown in the table? below, all three customers require multiple daily deliveries. Management limited the search for this plant to those three locations and compiled the following? information:?????????????????????????????????????????????????????????????????????????????????????????????? Location Coordinates? (miles) Deliveries per day A ?(300?,300?) 4 B (500,100?) 8 C ? (300,100) 2 a) Which of these three locations (A, B or C)...