(CA06) Limits and Continuity in C

This episode provides a rigorous introduction to these key ideas using formal examples, including the delta-epsilon approach to limits in the complex plane. We will work through how to prove limits and continuity for complex functions, utilizing both rectangular and polar forms of complex numbers to offer a comprehensive understanding of these concepts. Practical examples will demonstrate how to apply these theoretical tools in solving complex problems, ensuring you grasp both the methodology and the underlying principles.

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