Question: According to the given data and information, determine optimal ( or near - optimal ) locations for both the new hospital and fire station. (

According to the given data and information, determine optimal (or near-optimal) locations for both the
new hospital and fire station. (To use rectilinear and Euclidean distances together, develop your own approach.)
Then, calculate the distance-based objective function value for two new facilities.
According to the given data and information, determine optimal (or near-optimal)

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