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Unlock the concepts of Advanced Calculus with this detailed lecture on Business Mathematics Unit 3 (Part 1). Designed specifically for B.Com (Hons) Semester 3 students of Delhi University (DU), School of Open Learning (DUSOL), and NCWEB, this video simplifies the complex topics of Calculus II to help you ace your semester exams. In this first part of Unit 3, we dive into the fundamentals of Partial Differentiation, a critical topic for business applications in economics and management. Whether you are revising for your internal assessments or preparing for the final semester theory exam, this video provides step-by-step explanations and solved examples. TELEGRAM : https://t.me/collegestudiesdu 📘 Topics Covered in This Video: Introduction to Unit 3 (Advanced Calculus): Overview of the syllabus and weightage for Semester 3. Partial Differentiation: Concept, notation, and calculating partial derivatives (∂z/∂x, ∂z/∂y). Higher Order Derivatives: Understanding and solving for second-order partial derivatives. Homogeneous Functions: Definition and identification. Euler’s Theorem: Statement and application in simple business problems. Exam-Oriented Questions: Important numericals likely to appear in DU exams. 🎓 Relevant For: Course: B.Com (Hons) Semester: Semester 3 (NEP/UGCF Syllabus) Subject: Business Mathematics (DSC 3.1) University: Delhi University, SOL, NCWEB 💡 Why Watch? Clear conceptual clarity on "Partial Differentiation". Simplified mathematical steps for non-maths background students. Focus on recent exam patterns and important questions. 🔔 Next Steps: Subscribe for Part 2 where we will cover Total Differentials and Maxima/Minima involving two variables! Business Mathematics B.Com Hons Sem 3, Business Maths Unit 3 Part 1, Partial Differentiation B.Com Hons, Advanced Calculus Business Maths, DU SOL B.Com Hons Semester 3, Business Mathematics Delhi University, Euler's Theorem Business Maths, Partial Derivatives examples, Business Maths important questions DU, B.Com Hons Sem 3 Syllabus 2025, Homogeneous Functions and Eulers Theorem, DSC 3.1 Business Mathematics, SOL DU Exam Preparation, Business Research Methodology, Calculus for Commerce Students