Ohio OER Linear Algebra

About this Project: 0.00%
RRN-0010: A Brief Introduction to ℝn: 0.00%
VEC-0010: Introduction to Vectors: 0.00%
VEC-0020: Length of a Vector: 0.00%
VEC-0030: Vector Arithmetic: 0.00%
VEC-0035: Standard Unit Vectors in ℝn: 0.00%
VEC-0040: Linear Combinations of Vectors: 0.00%
VEC-0050: Dot Product and its Properties: 0.00%
VEC-0060: Dot Product and the Angle Between Vectors: 0.00%
VEC-0070: Orthogonal Projections: 0.00%
RRN-0020: Parametric Equations of Lines: 0.00%
RRN-0030: Planes in ℝ3: 0.00%
SYS-0010: Introduction to Systems of Linear Equations: 0.00%
SYS-0020: Augmented Matrix Notation and Elementary Row Operations: 0.00%
SYS-0030: Gaussian Elimination and Rank: 0.00%
MAT-0010: Addition and Scalar Multiplication of Matrices: 0.00%
MAT-0020: Matrix Multiplication: 0.00%
MAT-0023: Block Matrix Multiplication: 0.00%
MAT-0025: Transpose of a Matrix: 0.00%
MAT-0030: Linear Systems as Matrix and Linear Combination Equations: 0.00%
VEC-0090: Span: 0.00%
VEC-0100: Linear Independence: 0.00%
SYS-0050: Homogeneous Linear Systems: 0.00%
MAT-0050: The Inverse of a Matrix: 0.00%
MAT-0060: Elementary Matrices: 0.00%
VEC-0110: Linear Independence and Matrices: 0.00%
VSP-0020: ℝn and Subspaces of ℝn: 0.00%
VSP-0030: Introduction to Bases: 0.00%
VSP-0035: Bases and Dimension: 0.00%
VSP-0040: Subspaces of ℝn Associated with Matrices: 0.00%
VSP-0050: Abstract Vector Spaces: 0.00%
VSP-0060: Bases and Dimension for Abstract Vector Spaces: 0.00%
LTR-0010: Introduction to Linear Transformations: 0.00%
LTR-0020: Standard Matrix of a Linear Transformation from ℝn to ℝm: 0.00%
LTR-0022: Linear Transformations of Abstract Vector Spaces: 0.00%
LTR-0025: Linear Transformations and Bases: 0.00%
LTR-0030: Composition and Inverses of Linear Transformations: 0.00%
LTR-0035: Existence of the Inverse of a Linear Transformation: 0.00%
LTR-0070: Geometric Transformations of the Plane: 0.00%
LTR-0050: Image and Kernel of a Linear Transformation: 0.00%
LTR-0060: Isomorphic Vector Spaces: 0.00%
LTR-0080: Matrix of a Linear Transformation with Respect to Arbitrary Bases: 0.00%
DET-0010: Definition of the Determinant – Expansion Along the First Row: 0.00%
DET-0020: Definition of the Determinant – Expansion Along the First Column: 0.00%
DET-0030: Elementary Row Operations and the Determinant: 0.00%
DET-0040: Properties of the Determinant: 0.00%
DET-0050: The Laplace Expansion Theorem: 0.00%
DET-0060: Determinants and Inverses of Nonsingular Matrices: 0.00%
VEC-0080: Cross Product and its Properties: 0.00%
DET-0070: Determinants as Areas and Volumes: 0.00%
EIG-0010: Describing Eigenvalues and Eigenvectors Algebraically and Geometrically: 0.00%
EIG-0020: Finding Eigenvalues and Eigenvectors: 0.00%
EIG-0040: Similar Matrices and Their Properties: 0.00%
EIG-0050: Diagonalizable Matrices and Multiplicity: 0.00%
Debugging Differential Equations: 0.00%
Overall: 0%

https://ximera.osu.edu/certificate/H4sIAAAAAAACA0XMPQvCMBAG4L8SMtvmktRKszmIi1AQXdxic9VA2kA%2BQBD%2FuwkO3vLCvc%2Fdm656QaroMWNM5Box0A3NNRR92QWDbn3MLZrM6jayvpc9NzCVEWLQwGGYzWxkOTM61VcCRNfAtoHuwrmSUknRDjtxK2LyOcRqmNPsZFfUYe8eeA%2B6lMkmV7vxaT0ZD2fyA%2BQv4uRDEfD5AlVdYRi3AAAA/FxMzjD7NT%2BEzsVusaRWfzhwB%2BJ%2FK2zuqtJebeuw3ko1gsFD8JT3ucDHgIJib90oEQVKLfLDsSIqVBJa156Xx2ZAAbNf%2FhYJVarUfp0DZJyfTpWhUpY%2BkJ2QGrhgeZvv6JUG5IE1KI6N29esWPwEMdKT%2F%2F1wSPFxZTpp1M3pJ5yMw%2F%2BvU%2Bp7Lj2Eztslc38SqiMAKr%2BqHmaNr83ezwFpj9Mjo1nhlvngWbz31b1Jl1FCF5Z%2FWmiIUIIziyRqVjhvVG1jY6Al9GjiHFMt6AhS8gZy48gCveID7Da6CNsgXame1e6sbK1aU8HacBAdN9ugT4unrlJOsnKvX1y8pKgxVOg%3D%3D