Is there a described $n$-gon in which each side is longer than the diameter of the inscribed circle a) at $n = 4$? b) when $n = 7$? c) when $n = 6$? P.A.Kozhevnikov
Source: Assara 2024 J4
Tags: geometry, combinatorial geometry
Is there a described $n$-gon in which each side is longer than the diameter of the inscribed circle a) at $n = 4$? b) when $n = 7$? c) when $n = 6$? P.A.Kozhevnikov