To find the arcs or edges of a polygon defined by the points \((3,0)\), \((7,3)\), \((4,7)\), and \((0,4)\), we can connect each point to form a closed shape by determining the order in which the points should be connected.
Assuming that the points are listed in the sequence they are to be connected, the edges (or arcs) of the polygon will be as follows:
- Connect \((3,0)\) to \((7,3)\)
- Connect \((7,3)\) to \((4,7)\)
- Connect \((4,7)\) to \((0,4)\)
- Connect \((0,4)\) back to \((3,0)\)
Thus, the arcs are:
- \((3,0) \to (7,3)\)
- \((7,3) \to (4,7)\)
- \((4,7) \to (0,4)\)
- \((0,4) \to (3,0)\)
If you intend to find something specific regarding these arcs, such as their lengths or checked whether they form a convex shape, please clarify, and I can assist you further!