Derivatives play a crucial role in engineering and science, helping analyze the behavior of dynamic systems. This unit delves into the concept of continuity and differentiability, exploring the geometric interpretation of derivatives, the chain rule, differentiation of algebraic functions, and the s

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Real analysis delves into the study of real numbers, sequences, series, and functions, exploring properties such as convergence, limits, continuity, differentiability, and integrability. This field scrutinizes the behavior of real-valued functions and their convergence types, including pointwise and

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This module covers the concepts of continuity and differentiability in calculus, including the definition of derivatives, differentiability criteria, the Chain Rule, and derivatives of implicit functions. The content discusses the relationship between continuity and differentiability, previous knowl

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