# Math244

 Inner Product Spaces Definition of Inner Product Orthogonality Orthonormal Basis Linear Transformations Basic Properties Kernel and Image of Linear Transformation Matrix of Linear Transformation Eigenvalues and Eigenvectors & Diagonalization   -Eigenvalues and Eigenvectors -Diagonalization
 Matrices Matrices and Matrix Operations Elementary Row Operations Inverse of Matrix Special Matrices Determinants Definition of Determinant Properties of Determinants The Adjoint Matrix Systems of Linear Equations Gauss and Gauss–Jordan Methods Homogeneous systems of linear equations Cramer’s Rule Vector Spaces   Definition of a Vector Space Subspaces Linear Combination and Spanning Sets Linear Dependence & Linear Independence Basis and Dimension Coordinates and Change of Basis Rank of the Matrix
المرفق الحجم
chapter1-m244-slides.pdf 246.14 كيلوبايت
chapter2-m244-slides.pdf 234.05 كيلوبايت
chapter3-m244-slides.pdf 195.35 كيلوبايت
chapter4-e-slides.pdf 296.78 كيلوبايت
chapter5-e-slides.pdf 207.71 كيلوبايت
chapter6-m244-slides.pdf 217.32 كيلوبايت
chapter7-m244-slides.pdf 172.16 كيلوبايت
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