By Umair Instructor
This course includes
001IntroToLA
002IntroToSystemofLE
003TypesOfSolution
004ElementaryRowOperations
005SolvingSLEsWithOperations
006ReducedRowEchelonForm
007GaussianElim
008Gauss_Jordan_Elim
09ParametricSolutions
10ConsistencyOfSystems
001IntroToMatrices
002MatrixMultiplication
003MatrixMultiplication_2
004Properties_Of_Matrices
005DiagonalMatrices
006Types_of_Matrices_2
007Determinant
008The_3into3_Determinant
009Determinant_Properties
10MorePropertiesDeterminants
11CoFactors
12Augmentation
13Elementary_Matrices
14
001IntroToEuclideanSpacesAndVectors
002EuclideanTheorems
003Transformations
004Projections
005Axioms
006SubSpaces
007SubSpaceNonExample
008Transformations
009LinearCombinations
10SubSpacesFurther
11LinearIndependence
12Spanning
13NullityAndBasis
Linear algebra is the branch of mathematics concerning vector spaces and linear mappings between such spaces. It includes the study of lines, planes, and subspaces, but is also concerned with properties common to all vector spaces
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