1. Dot Product of Two Vectors, n-Space - Linear Algebra

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  2. Matrix Transformations, Operators, Projection, Reflection, Rotation, Shear - Linear Algebra

    Matrix Transformations, Operators, Projection, Reflection, Rotation, Shear - Linear Algebra

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  3. Rank and Nullity of a Matrix, Overdetermined Systems, Orthogonal Complements - Linear Algebra

    Rank and Nullity of a Matrix, Overdetermined Systems, Orthogonal Complements - Linear Algebra

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  4. Vectors in 2D and 3D Space - Linear Algebra

    Vectors in 2D and 3D Space - Linear Algebra

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  5. Real Vector Spaces, Axioms, Examples - Linear Algebra

    Real Vector Spaces, Axioms, Examples - Linear Algebra

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  6. Dimension of a Vector Space, R^n, Pn, 2x2 Matrices - Linear Algebra

    Dimension of a Vector Space, R^n, Pn, 2x2 Matrices - Linear Algebra

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  7. Norm of a Vector in n-Space, Standard Unit Vectors - Linear Algebra

    Norm of a Vector in n-Space, Standard Unit Vectors - Linear Algebra

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  8. Row, Column and Null Space of a Matrix - Linear Algebra

    Row, Column and Null Space of a Matrix - Linear Algebra

    52
  9. Vector Subspaces, Span, Linear Combinations - Linear Algebra

    Vector Subspaces, Span, Linear Combinations - Linear Algebra

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  10. Basis for a Vector Space, Coordinate Vector Relative to Basis - Linear Algebra

    Basis for a Vector Space, Coordinate Vector Relative to Basis - Linear Algebra

    34
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  11. Vectors in n-Space - Linear Algebra

    Vectors in n-Space - Linear Algebra

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  13. Cartography, Projected Coordinate Systems and Cosmography [edited]

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