29.Applications of Definite Integrals | Surface Areas & Volumes of Revolution | M1 Unit-III скачать в хорошем качестве

29.Applications of Definite Integrals | Surface Areas & Volumes of Revolution | M1 Unit-III

In this video, we discuss the Applications of Definite Integrals to find Surface Areas and Volumes of Revolutions of Curves — a very important and frequently asked topic in Engineering Mathematics – M1 (Unit III, JNTUH R22 syllabus). 📌 In this video, you will learn: ✅ Concept of Definite Integrals in Geometry ✅ Formula and method to find Area under a curve ✅ How to find Surface Area of a solid of revolution ✅ How to find Volume of a solid of revolution (about x-axis and y-axis) ✅ Step-by-step problem-solving approach with examples ✅ Real-world engineering applications of the concept 💡 Why this topic is important: Applications of definite integrals are used in mechanical design, civil structures, and physics to calculate areas, volumes, and surface parameters. Mastering this concept not only helps in exams but also builds strong mathematical intuition for real-life engineering problems. This video is part of our M1 Complete Course, where you get: 📖 Complete video lectures for all 5 units 📝 Notes + Important Questions for exam practice 🎥 Online sessions for doubt clarification 💬 Chat box support for student queries 📱 Complete course available anytime on our mobile application 👉 Enroll now for the M1 Complete Course here: 🔗 Click to Join the Course Stay tuned for the next video, where we will explain Improper Integrals, Beta and Gamma Functions, and their Applications in Engineering Mathematics.