Cauchy's Integral Formula || Complex Function ||

Описание: 📚 Cauchy’s Integral Formula is a key result in Complex Analysis, especially useful in Mathematical Physics. It relates the value of an analytic function inside a contour to the integral over the contour.

🧠 Formula:
f(a) = (1 / 2πi) ∮[C] f(z) / (z - a) dz

📌 In this video:
✅ Proof of Cauchy Integral Formula
✅ Explained in simple Hindi
✅ Just in 10 minutes
✅ Complete derivation with handwritten notes
✅ Best for M.Sc First Year, B.Sc & Competitive Exams like GATE, CSIR-NET

📒 Don’t forget to download notes from the description.
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