This paper addresses four of the “toughest” problems in mathematical physics. We use our knowledge of AT Math which should be well know to you by now. I began my research in January of 2016 when I questioned whether pi and base e terminate. Of course, they do or we wouldn’t have a physical universe. Really, my research began when I was in grade 6 contemplating tangents to circles and how God broke out of the never-ending cycle. We end with this paper today that contemplates the circle in another form, that of Pi. Good bye, good luck and bon chance!
This paper addresses four of the “toughest” problems in mathematical physics. We use our knowledge of AT Math which should be well know to you by now. I began my research in January of 2016 when I questioned whether pi and base e terminate. Of course, they do or we wouldn’t have a physical universe. Really, my research began when I was in grade 6 contemplating tangents to circles and how God broke out of the never-ending cycle. We end with this paper today that contemplates the circle in another form, that of Pi. Good bye, good luck and bon chance!