Euclidean geometry is a branch of mathematics that deals with points, lines, and planes. It is considered to be the foundation of all types of geometry. The main idea behind this branch of mathematics is the fact that any two points on the same plane determine a straight line segment which lies entirely on that plane. This allows us to study figures on a flat surface and develop formulas and proofs based on our findings. In this course, we will discuss and explain the axiomatic system and its first consequences like the basic properties of the triangle, including the concurrence of the three medians, three altitudes, three angle bisectors, and three perpendicular bisectors. We will also learn concepts of congruence, similarity, Pythagoras’ theorem, circle and tangents, inscribed and central angles and some selected topics.
| Employer | Position |
|---|---|
| Indraprashtha Institute of Information Technology, Delhi (IIIT-D) | Faculty in Mathematics |