Matrices

This module offers 45 carefully curated topics in Matrices, forming a key part of Engineering Mathematics. Designed to simplify even the most complex concepts, these Magic Marks video lectures use high-quality animations, real-life examples, and step-by-step problem-solving to make learning engaging and effective. Whether you’re preparing for university exams, interviews, or competitive tests like GATE, this module ensures a strong command over fundamentals — accessible anytime, anywhere.

Topics Included: 

• Introduction to Matrices and Determinants | Concept
• Introduction to Matrices and Determinants | Application
• Minors and Cofactors of Determinant | Concept
• Minors and Co-factors of Determinant | Application
• Properties of Determinants | Concept
• Types of Matrices | Concept
• Matrix Algebra | Concept
• Matrix Algebra | Procedure
• Matrix Algebra | Application
• Some Special Matrices | Concept
• Some Special Matrices | Application
• Adjoint of a Matrix | Concept
• Adjoint of a Matrix | Application
• Elementary Row/Column Transformation | Concept
• Elementary Row/Column Transformation | Application
• Rank of the Matrix | Concept
• Rank of the Matrix | Application
• Homogeneous & Non Homogeneous Equations | Concept
• Homogeneous & Non Homogeneous Equations | Application
• Inverse of the Matrix | Concept
• Inverse of the Matrix | Application
• Gauss Jordan Method | Concept
• Gauss Jordan Method | Application
• Partition Method of Finding the Inverse | Concept
• Matrix Method (non) | Concept
• Matrix Method (non) | Application
• Cramer’s Rule (homog.) | Concept
• Cramer’s Rule (homog.) | Application
• Gauss Elimination Method | Concept
• Linear Dependence of Vectors | Concept
• Linear Dependence of Vectors | Application
• Consistency of Linear System of Equations | Concept
• Characteristic Equation | Concept
• Characteristic Equation | Application
• Eigen Values and Eigen Vectors | Concept
• Eigen Values and Eigen Vectors | Application
• Properties of Eigen Values | Concept
• Caley-Hamilton Theorem | Concept
• Caley-Hamilton Theorem | Procedure
• Caley-Hamilton Theorem | Application
• Normal Form of a Matrix | Concept
• Reduction to Diagonal Form | Concept
• Complex Matrices | Concept
• Complex Matrices | Procedure
• Complex Matrices | Application

Key Features:
🎞️ 100% animated and voice-supported videos
📚 Comprehensive coverage of foundational and advanced topics
🔁 Perfect for revision, quick recap, and self-paced learning
🧠 Improves concept clarity and exam retention
🎓 Suitable for B.Tech/B.E. students and GATE aspirants