Real analysis is a branch of Mathematics that was created to define the study of numbers and functions, as well as to analyze key concepts like limits and continuity. Calculus and its applications are based on these ideas. In a wide range of applications, real analysis has become a vital tool. The student who takes up this course will learn all the fundamental concepts of the subject and will learn various techniques of solving problems related to limits, convergence and continuity.
Introduction to the Syllabus
Introduction to the syllabus00:00