Problem 10

Due in DSC 203 by 3 PM, Friday March 23, 2001

Let P be a convex polygon with n sides, $n\geq 4$. A diagonal of the polygon is a segment joining any 2 non adjacent vertices. Draw all the diagonals. What is the maximum number of intersection points, interior to the polygon one can obtain? Give reasons for your answer.

Solutions, questions and/or comments should be directed to Judy Downey or Griff Elder

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Last modified:   Tue Mar 13 09:45:44 CST 2001