Question
Radius of a circle inscribed in a regular hexagon is 24 c.m. then find the length of the side of hexagon
Answers
Steve
Think of the hexagon as six equilateral triangles. The altitude of each triangle is 24.
So, the side of each triangle (equal to the sides of the hexagon are) 48/√3
So, the side of each triangle (equal to the sides of the hexagon are) 48/√3