Скачать или смотреть Find Unit Normal Vector to a Surface at a Point | Engineering Maths-II

Find Unit Normal Vector to a Surface at a Point | Engineering Maths-II

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Описание к видео Find Unit Normal Vector to a Surface at a Point | Engineering Maths-II

📘 Problem Discussed
Find the unit vector normal to the surface
x²y + 2xz = 4
at the point (2, −2, 3).

This is a frequently asked problem in Engineering Mathematics exams and tests the core concepts of gradients, level surfaces, and unit normal vectors in Vector Calculus.

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🎯 Syllabus & Exam Relevance

📌 Engineering Mathematics – I
✅✔️✨ IMPORTANT ✨✔️✅
📘 Vector Calculus | VTU 1BMATS101 – Module 2
(Semester 1 Engineering Mathematics – 2025 Scheme)

📌 Engineering Mathematics – II

✅ BMATS201 – Module 2 (CSE / ISE / AI-ML)
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