15. Algebraic and Geometric Multiplicity | Concept & Difference | Engineering Mathematics M1 Unit-II
Автор: Sankalp Study Success
Загружено: 2025-10-24
Просмотров: 41
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In this video, we discuss the concept of Algebraic and Geometric Multiplicity of Eigenvalues, an important topic from Unit II – Eigenvalues and Eigenvectors in Engineering Mathematics – M1 (JNTUH R22 syllabus).
📌 In this video, you will learn:
✅ What is Algebraic Multiplicity of an Eigenvalue?
✅ What is Geometric Multiplicity of an Eigenvalue?
✅ Difference between Algebraic and Geometric Multiplicity
✅ How to calculate both with examples
✅ Relation between Algebraic and Geometric Multiplicity
✅ Exam-oriented explanation with step-by-step clarity
💡 Why this topic is important:
Multiplicity concepts help in understanding the number of linearly independent eigenvectors and are essential for diagonalization and advanced linear algebra applications. Questions from this concept often appear in university exams and viva sessions.
This video is part of our M1 Complete Course, where you get:
📖 Full video lectures covering all 5 units
📝 Notes + Important Questions
🎥 Online sessions for doubt clarification
💬 Chat box support for quick queries
📱 Complete access through our mobile application
Stay tuned for the next video, where we will cover properties of Eigenvalues and Eigenvectors along with solved examples for better exam preparation.
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