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Linear Algebra (VU)

(45 Lectures Available)


S# Lecture Course Institute Discipline
1 Introduction Linear Algebra (VU) Virtual University Basic Sciences
2 Introduction to Matrices. Linear Algebra (VU) Virtual University Basic Sciences
3 System Of Linear Equations. Linear Algebra (VU) Virtual University Basic Sciences
4 Row reduction and Echelon Form of a Matrix. Linear Algebra (VU) Virtual University Basic Sciences
5 Vector Equations. Linear Algebra (VU) Virtual University Basic Sciences
6 Matrix Equations. Linear Algebra (VU) Virtual University Basic Sciences
7 Solution Set of Linear Equations. Linear Algebra (VU) Virtual University Basic Sciences
8 Linearly Dependent and Linearly Independent Sets. Linear Algebra (VU) Virtual University Basic Sciences
9 Linear Transformations. Linear Algebra (VU) Virtual University Basic Sciences
10 The Matrix of Linear Transformations. Linear Algebra (VU) Virtual University Basic Sciences
11 Matrix Algebra. Linear Algebra (VU) Virtual University Basic Sciences
12 Inverse of a Matrix. Linear Algebra (VU) Virtual University Basic Sciences
13 Characterisation of Invertible Matrices. Linear Algebra (VU) Virtual University Basic Sciences
14 Partitioning of a Matrix. Linear Algebra (VU) Virtual University Basic Sciences
15 Matrix Factorization. Linear Algebra (VU) Virtual University Basic Sciences
16 Iterative Solution of Linear Systems. Linear Algebra (VU) Virtual University Basic Sciences
17 Introduction to Determinants. Linear Algebra (VU) Virtual University Basic Sciences
18 Properties of Determinants. Linear Algebra (VU) Virtual University Basic Sciences
19 Cramer’s rule, Volume and Linear Transformations. Linear Algebra (VU) Virtual University Basic Sciences
20 Vector Spaces. Linear Algebra (VU) Virtual University Basic Sciences
21 Null Spaces,Column Spaces and Linear Transformations. Linear Algebra (VU) Virtual University Basic Sciences
22 Bases for a vector Space. Linear Algebra (VU) Virtual University Basic Sciences
23 Coordinate systems. Linear Algebra (VU) Virtual University Basic Sciences
24 Dimension of a Vector Space. Linear Algebra (VU) Virtual University Basic Sciences
25 The Rank Theorem and Invertible Matrix Theorem. Linear Algebra (VU) Virtual University Basic Sciences

of 2 45 Lectures Available.