A quasi-regular hexagon on the geoboard
The construction of a NEARLY-equilateral triangle and of a NEARLY-regular hexagon on the geoboard (or, as well, on squared paper). We can prove that it is impossible to construct an equilateral triangle or a regular hexagon on squared paper (with the vertices of the figures coinciding with those of the squaring).
© matematita
The image belongs to the sections...:
From "fun with hexagons" (From "XlaTangente")
Geoboard and squared paper (2D geometry)
