📚 BMTE 141 - Linear Algebra (IGNOU) | One Shot Video on Vector Spaces In this video, we explain all key topics under Vector Spaces from the IGNOU course BMTE 141 (Linear Algebra) in one single lecture. Whether you're preparing for June or December term-end exams, this session is perfect for understanding concepts, clearing doubts, and revising everything in one go. 🔍 Topics Covered: Definition of Vector Space Axioms of Vector Space Subspaces Linear Combination of Vectors Linear Dependence and Independence Basis and Dimension of Vector Space Null Space and Column Space Row Space and Rank Coordinate Vectors Direct Sum of Subspaces Standard Vector Spaces Important Theorems and Examples Common Mistakes Students Make Tips & Tricks to Solve Questions Fast 🧠 Learn through solved examples, visual explanations, and step-by-step methods to gain deep conceptual clarity. 🎯 Perfect for IGNOU BMTE 141 students and also useful for other university-level Linear Algebra courses. 📝 Tips for Exam: Focus on basis & dimension problems Practice vector subspace conditions carefully Revise axioms with examples Learn how to prove if a set is a vector space 🌟 Whether you're preparing for your board exams, university semester exams, or competitive tests like NEET, JEE, or CSIR NET, this lecture will clarify the concept in depth. 📌 Subscribe to @EduIgnou for more PYQS and exam tips! , Chemistry, Physics & Math concepts made simple through animations and visual learning! 📢 Follow Us on telegram for more updates and study resources. 🔗 Telegram channel : https://t.me/eduignou 🔗 Telegram group : https://t.me/eduignouchat Your queries :- eduignou edu ignou IGNOU BMTE 141 vector space explained Vector space one shot lecture in Hindi IGNOU Linear Algebra all topics Vector subspaces BMTE 141 Linear independence IGNOU BMTE Basis and dimension IGNOU IGNOU vector space solved problems How to pass IGNOU BMTE 141 #ignou #education #maths #chemistry #physics #BMTE141 #VectorSpaces #LinearAlgebraIGNOU #IGNOUJune2025 #IGNOUOneShot #IGNOUExamHelp #IGNOUStudy