Cauchy's integral formula example simple steps (PART-1) by easy maths easy tricks

In this video explaining first problem of using Cauchy's integral formula. This problem is very simple. Cauchy's integral refers to a theorem in complex analysis named after the French mathematician Augustin-Louis Cauchy. It states that if a function is holomorphic (complex differentiable) inside and on a closed curve in the complex plane, then the value of the function at any point inside the curve can be calculated by integrating the function over the curve. This is known as Cauchy's integral formula and is a fundamental tool in complex analysis for computing integrals of complex functions.

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