The convex pentagon ABCDE was drawn in the plane.
A1 was symmetric to A with respect to B.
B1 was symmetric to B with respect to C.
C1 was symmetric to C with respect to D.
D1 was symmetric to D with respect to E.
E1 was symmetric to E with respect to A.
How is it possible to restore the initial pentagon with the compasses and ruler, knowing A1,B1,C1,D1,E1 points? symmetrypentagongeometric constructionmidpointsgeometry