Welcome to MA122! This on-demand course was put together especially for MA122 at Laurier. Use the video lessons and notes to understand your lecture topics better, and the practice questions to cement your knowledge. And don't hesitate to leave a question in the Q&A box under each lesson if you need additional help with anything. Happy studying!
MA122
Laurier
Course Overview
Lessons & Practice
I. Welcome
1. Euclidean Spaces
2.2hr1.3.1. Vector Norm1.3.2. Example1.3.3. Practice1.3.4. Practice1.3.5. Practice1.3.6. Basics of Dot Product1.3.7. Example1.3.8. Practice1.3.9. Dot Product Properties1.3.10. Example1.3.11. Example1.3.12. Practice1.3.13. Practice1.3.14. Angle Between Vectors1.3.15. Example1.3.16. Example1.3.17. Practice: Dot Product & Angle1.3.18. Practice1.3.19. Practice
2. Systems of Linear Equations
54min3. Matrix Algebra
1.6hr3.1.1. Basics of Matrices3.1.2. Matrix Arithmetic3.1.3. Example3.1.4. Practice3.1.5. Matrix Multiplication3.1.6. Example3.1.7. Example3.1.8. Practice3.1.9. Practice3.1.10. Practice3.1.11. Matrix Transpose3.1.12. Symmetric Matrices3.1.13. Example3.1.14. Practice3.1.15. Practice3.1.16. Matrix Inverse3.1.17. Example3.1.18. Practice3.1.19. Practice
3.3.1. Determinant of Triangular Matrices3.3.2. Diagonal Matrix3.3.3. Identity Matrix3.3.4. Matrix Multiplication and Identity3.3.5. Symmetric Matrices3.3.6. Example: Symmetric Matrices3.3.7. Practice: Symmetric Matrices3.3.8. Example: Real and Complex Diagonalizability3.3.9. Practice Question: Symmetric Matrices3.3.10. Orthogonal Matrix3.3.11. Orthogonal Matrices
4. Determinants
1.1hr5. Subspaces of and Their Bases
57min6. Linear Transformations
49min7. Eigenvalues, Eigenvectors and Diagonalization
1.1hrMA122 Overview
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I Welcome 54sec
Course Notes
Wizeprep's course notes with hundreds of easy-to-understand explanations, diagrams, and practice problems.
Course Notes
Wizeprep's course notes with hundreds of easy-to-understand explanations, diagrams, and practice problems.