The "Tucker" one of these objects is inscribed within a reference triangle.
The "Tucker" one of these objects is inscribed within a reference triangle. A regular one can be constructed by starting with two congruent circles with the center of one on the circumference of the other, then repeatedly drawing circles centered at the intersection points. Regular polygons of this type are the most perimeter-efficient way to tile the plane, and the circumradius of one of them equals the side length. The area of a regular one with side length x is 3  halves radical 3 x squared. Name this shape with internal angles summing to 720 degrees and—in the regular case—  external angles that are each 60 degrees, defined by having 6 sides.
The "Tucker" one of these objects is inscribed within a reference triangle.
hexagons [accept 6-gon until “6”]