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76967 Supplementary Math Course -Linear Algebra
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Select activity linear algebra exam winter 20240704
linear algebra exam winter 20240704
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Select activity linear algebra exam winter 20240704 - solution
linear algebra exam winter 20240704 - solution
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Select activity linear algebra exam winter 20232002
linear algebra exam winter 20232002
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Select activity linear algebra exam winter 20232002- solution
linear algebra exam winter 20232002- solution
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Select activity summer exam linear algebra 20222810
summer exam linear algebra 20222810
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Select activity summer exam linear algebra 20222810 solution
summer exam linear algebra 20222810 solution
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Select activity linear algebra exam winter 20220702
linear algebra exam winter 20220702
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Select activity linear algebra exam winter 20220702 - solution
linear algebra exam winter 20220702 - solution
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Select activity linear algebra exam summer 20211310
linear algebra exam summer 20211310
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Select activity linear algebra exam summer 20211310 - solution
linear algebra exam summer 20211310 - solution
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Select activity Linear Algebra Exemption Test - October 2013
Linear Algebra Exemption Test - October 2013
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Select activity Solution for exemption 2013 q2
Solution for exemption 2013 q2
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Practice questions before the exam
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General
General notes
References
Chapter 1: Vectors in Rn, Cn, Spatial vectors (Schaum chapter 1)
Chapter 2: Algebra of Matrices (Schaum chapter 2)
Chapter 3: Systems of Linear Equations (Schaum chapter 3)
Intermediate reading (No bullshit guide to Linear Algebra - chapters 4-6)
Chapter 4: Vector Spaces (Schaum chapter 4)
Chapter 5: Linear Mappings (Schaum chapter 5)
Chapter 6: Linear Mappings and Matrices (Schaum chapter 6)
Chapter 7: Inner Product Spaces, Orthogonality (Schaum chapter 7)
Chapter 8: Determinants (Schaum chapter 8)
Chapter 9: Diagonalization: Eigenvalues and Eigenvectors (Schaum chapter 9)
Chapter 10: Diagonalization of Symmetric Matrices, Quadratic Forms (Linear Algebra and its Applications chapter 7.1-7.2)
Chapter 11: Matrix decomposition and Least Squares Approximate Solutions (No bullshit guide to Linear Algebra chapter 6.6 and 7.7)
Chapter 12 - Recommended Reading: Least-square Problems and Applications to Linear Models; Singular Value Decomposition; Applications
Chapter 13 - Recommended Reading: Canonical Forms (Schaum chapter 10)
Lecture recording and lectures notes from the 2020-2021 ELSC course
Practice questions before the exam
Previous Exams