Standard Analysis is a branch of mathematics that focuses on the study of real numbers, sequences, and functions. It provides a framework for understanding concepts such as limits, continuity, and derivatives. This analysis is foundational for calculus and helps in exploring the behavior of functions and their properties. In Standard Analysis, the real number line is used to represent all possible values, allowing mathematicians to rigorously define and prove theorems. Key concepts include epsilon-delta definitions for limits and the Bolzano-Weierstrass theorem, which addresses the convergence of sequences. This approach is essential for advanced studies in mathematics and its applications.