Description:

Real Analysis is a branch of mathematics that deals with the rigorous study of real numbers, sequences, and series. It examines the properties of real-valued functions and their limits, continuity, differentiability, and integrability. This course will introduce you to the fundamental concepts and techniques of real analysis, providing a solid foundation for advanced mathematical studies and hepls you in your exam .

Key Highlights:

• Study real numbers and their properties
• Explore limits, continuity, and differentiability
• Understand sequences and series
• Learn methods of proof in real analysis

What you will learn:

• Master real number properties
  Gain a deep understanding of the properties and structure of real numbers.
• Explore limits and continuity
  Learn about the concepts of limits and continuity of real-valued functions.
• Understand sequences and series
  Study convergent and divergent sequences, and the convergence of series.
• Develop proof-writing skills
  Enhance your mathematical reasoning and proof-writing abilities in real analysis.