The classic construction with only compass and lineal is impossible.
But if you allow one extra angle of arccos(sqrt(π)/2)≈27,597°, then you can square any circle! The driven length is sqrt(π) and the square has an area of π.
The classic construction with only compass and lineal is impossible.
But if you allow one extra angle of arccos(sqrt(π)/2)≈27,597°, then you can square any circle! The driven length is sqrt(π) and the square has an area of π.