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Introduction to Matrices - Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Inverse of a 2x2 matrix | Matrices | Precalculus | Khan Academy
By Khan Academy
Example of calculating the inverse of a 2x2 matrix
Introduction to Matrices - Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Linear transformations as matrix vector products | Linear Algebra | Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Linear Algebra: Vector Examples
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Vector triangle inequality | Vectors and spaces | Linear Algebra | Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.
Column space of a matrix | Vectors and spaces | Linear Algebra | Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Linear transformations as matrix vector products | Linear Algebra | Khan Academy
By Khan Academy
This video lecture series on Introduction to Linear Algebra from Khan Academy includes Introduction to Matrices, Matrix Multiplication, Inverse Matrix, Matrices to solve a system of equations, Matrices to Solve a Vector, Singular Matrices, 3-Variable Linear Equations.....
Inverse Matrix (Part 1) - Khan Academy
By Khan Academy
The instructor uses an electronic chalkboard to model inverse matrices. This video is from Khan Academy. This video is appropriate for high school students. Sal Khan discusses taking the inverse of a 2 x 2 matrix.
Transformation using matrices
By MathPlanetVideos
Rotate the vector A 90° counter clockwise and draw both vectors in the coordinate plane
Reflections by Matrices
By Susan Loughry
This video explains how a matrix can reflect a shape on a graph.
Basic information about matrices
By MathPlanetVideos
Find the number of columns and rows in the following matrices C=[1 0 4]
Zero and identity matrices
By Khan Academy
Just as any number multiplied by zero is zero, there is a zero matrix such that any matrix multiplied by it results in that zero matrix. Learn more from Sal.
Representing relationships with matrices
By Khan Academy
Sal shows how matrices can be used to efficiently represent data about the prices of toilet paper and toothpaste in two different cities.
Zero and identity matrices
By Khan Academy
Sal solves a problem where he has to determine whether unknown matrices are zero or identity to make an equation true.
Finding the determinant of a 2x2 matrix | Matrices | Precalculus | Khan Academy
By Khan Academy
Hint for finding the determinant of a 2x2 matrix
How to operate with matrices
By MathPlanetVideos
If possible then perform the indicated operation: ⎡⎣⎢21−4031⎤⎦⎥⋅[602−234]
Zero and identity matrices
By Khan Academy
Just as any number remains the same when multiplied by 1, any matrix remains the same when multiplied by the identity matrix. Learn more from Sal.