That second problem is interesting. I'm gonna give it a try, though I know essentially nothing about geometric proofs. Inscribe 8 squares inside a circle such

That second problem is interesting. I'm gonna give it a try, though I know essentially nothing about geometric proofs. Inscribe 8 squares inside a circle such that point A intersects the circle, point B intersects point C on the adjoining square, and point C intersects point B on the proceeding square. For every square, draw a line from point D to the center of the circle.