Geometry has been a key element of the liberal education of thousands of leaders. Because of its visual and intuitive nature, it is one of the most accessible ways to learn the art of a mathematical proof. In Geometry A, we will refine our ability to think and reason logically as we study the same geometry texts that leaders like Hamilton and Lincoln used. In addition to learning about geometry topics, we will also explore concepts from statistics during the semester.
What are the basic geometry concepts I need to know to succeed in geometry?
What are the principles of statistics?
How are the principles of transformations and congruence?
What is analytic geometry, and how does it modify Euclid’s geometry?
What are the key properties of lines and angles in geometry?
What are the foundations of statistics?
How are basic geometric transformations performed?
What are the key ideas of analytic geometry?
How can I find the area and other properties of various geometrical shapes?
What does Euclid demonstrate in propositions 17-24?
What does Euclid demonstrate in propositions 25-36?
What does Euclid demonstrate in propositions 37-48?