How to Make Directional Graphs

Some complex mathematical concepts are easier to understand than they first appear. One example of this is a directional graph. Though often used in higher level mathematics, a directional graph is nothing more than a graph with edges that show which areas are connected to others and how they are connected. In other words, directional graphs look a lot like simplified maps that explain how to get from point A to point B.

Instructions

    • 1

      Create a point for each of the areas you wish to graph. For example, if you wish to graph your town's main road, include a point for each corner and for each major store.

    • 2

      Draw connecting arrows between various points of the graph to show the direction one must travel to go from point A to point B, or point C to point D and so on. Illustrate the relationship by drawing lines from connecting points that show the direction traveled. For example, if one can travel from point A to point B, draw a line out of point A that ends with an arrowhead at point B. This will properly indicate that one can travel from point A to point B. If one can travel from point B to point A, draw a line beginning from B that ends with an arrow to point A.

    • 3

      Include as many connections as you see fit. You are not limited to a finite number of connections. Some points can connect to multiple other points.

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