Question: I would highly appreciate help with this question: Question #1 We showed in lecture 12 that the assignment problem as formulated as a linear programming

I would highly appreciate help with this question:

Question #1 We showed in lecture 12 that the assignment problem as formulated as a linear programming problem is a special case of the minimum cost flow problem. Show that ever strongly feasible spanning tree of the assignment problem satisfies the following properties: 1. Every downward pointing edge carries unit flow 2. Every upward pointing edge carries zero flow 3. Every downward pointing edge is the unique edge with flow equal to 1 emanating from vertex i. Question #1 We showed in lecture 12 that the assignment problem as formulated as a linear programming problem is a special case of the minimum cost flow problem. Show that ever strongly feasible spanning tree of the assignment problem satisfies the following properties: 1. Every downward pointing edge carries unit flow 2. Every upward pointing edge carries zero flow 3. Every downward pointing edge is the unique edge with flow equal to 1 emanating from vertex

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