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IMO 1989 - Shortlist problems Question 7

IMO Shortlist · IMO 1989 - Shortlist problems

Question 7

(FIN 1) Show that any two points lying inside a regular $n$-gon $E$ can be joined by two circular arcs lying inside $E$ and meeting at an angle of at least $\left(1-\frac2n\right)\pi$.