Characteristic Equation & Eigen Values & vectors|| Linear Algebra || IIT JAM MATHE | Shaku Maths Hub
Автор: SHAKU MATHS HUB
Загружено: 2025-10-28
Просмотров: 145
Welcome to SHAKU MATHS HUB !
In this video, we will explore the Characteristic Equation and learn how to find Eigen Values  and Eigen vectors — two powerful concepts in Linear Algebra that reveal the hidden properties of matrices  for IIT JAM ,CSIR NET JRF,GATE,CUET Entrance Exams. 🌟
We’ll start from the basic definition, derive the characteristic equation step by step, and then understand how eigenvalues help in analyzing transformations, stability, and diagonalization of matrices.
Whether you're a B.Sc. student or preparing for competitive exams, this video will build your conceptual clarity with easy explanations, solved examples, and motivational learning — only on Shaku Maths Hub 💫
💡 याद रखिए IIT JAM aspirants:
"सपने तभी सच होते हैं जब उन्हें पाने की ज़िद भी उतनी ही मजबूत हो।"
Maths की तैयारी में हर छोटा concept आपका selection तय करता है।
📌 Topics Covered:
Matrices and Their Properties (IIT JAM level)
Examples
IIT JAM PYQ with Solutions
Motivation for JAM Aspirants
🚀 अगर आपका सपना IIT JAM Maths में Selection है, तो ये video आपके लिए dedicated है।
Clear Concept → Strong Preparation → IIT JAM Success!
✨ This lecture is specially designed to build strong concepts and provide exam-oriented preparation. Along with solving PYQs, you will also learn how to think logically in the exam.
💡 Why watch this video?
👉 Clear and simple explanation of concepts
👉 Solved examples to strengthen understanding
👉 Real IIT JAM PYQs for practice
👉 Motivation to keep your preparation consistent
📚 Playlist: IIT JAM Mathematics (Complete Syllabus Coverage)
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Link for Abstract Algebra -              • Group Theory–Most Important University Exa...  
Link for Differential Equation -                  • B.Sc. Math 3rd Sem || Differential Equatio...  
Link for Discrete Mathematics/Set Theory -                • Relation in Set Theory | B.Sc. Mathe 1st S...  
Link for IIT JAM Mathematics 2026 -               • Matrix And Their Properties 4| Theory & PY...  
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