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Real Analysis (1)

Course Description: A course that provides an introduction to real analysis, covering real numbers and their properties, sequences and their convergence, the Cauchy criterion, continuity and uniform continuity, compact sets, differentiation of functions and properties of derivatives, the Mean Value Theorem, L'Hopital's rule, and Taylor's theorem. Course Information: * Course Code: MATH 382 * Credit Hours: 4 hours (4+1) * Level: Sixth * Prerequisite: MATH 203.
Credit hours: 4
Prerequisites: MATH.203
Objectives of the course :

This course aims to provide an introduction to mathematical analysis, specifically regarding sequences and their properties, functions and continuity, uniform continuity, and finally differentiation, its relation to continuity, and the Mean Value Theorem, as a broad introduction to many of the concepts needed in subsequent analysis courses.

Course outputs :

Acquiring some theoretical knowledge for studying sequences of real numbers and functions, and understanding some of their applications. Acquiring cognitive skills through thinking and solving various theoretical and applied problems. Enhancing the ability to pursue advanced studies in mathematical analysis and topology.

Additional information:
  • Last update: 2026-09-15

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