Instructional Video
Instructional Video
Khan Academy

Khan Academy: Calculating Matrix of Minors and Cofactor Matrix

9th - 10th Standards
Inverting a 3x3 matrix then calculate the matrix of minors and the cofactor matrix.
Instructional Video
Khan Academy

Khan Academy: Basic Matrix Operations: Transpose of a Matrix

9th - 10th Standards
A video of how to transpose a matrix. [3:42]
Instructional Video
Khan Academy

Khan Academy: Linear Transformations as Matrix Vector Products

9th - 10th Standards
A video showing how any linear transformation can be represented as a matrix vector product.
Instructional Video
Khan Academy

Khan Academy: Inverting 3 X3 Part 2: Determinant and Adjugate of a Matrix

9th - 10th Standards
This is part two of video about 3x3 matrix inversion.
Instructional Video
Khan Academy

Khan Academy: Linear Algebra: Linear Transformations: Scaling and Reflections

9th - 10th Standards
Video first reviews how to find the transformation matrix using the identity matrix. Shows how to write a transformation matrix that reflects over the y-axis and scales the y-coordinates by a factor of 2. [15:13]
Instructional Video
Khan Academy

Khan Academy: Linear Algebra: More on Matrix Addition and Scalar Multiplication

9th - 10th Standards
Video reviews what was shown in the previous video that the sum of two linear transformations is the sum of their transformation matrices and the scalar multiple of a transformation is the scalar multiple of the transformation matrix....
Instructional Video
Khan Academy

Khan Academy: Linear Algebra: More on Matrix Addition and Scalar Multiplication

9th - 10th Standards
Video reviews what was shown in the previous video that the sum of two linear transformations is the sum of their transformation matrices and the scalar multiple of a transformation is the scalar multiple of the transformation matrix....
Instructional Video
Khan Academy

Khan Academy: More on Matrix Addition and Scalar Multiplication

9th - 10th Standards
Video shows that the sum of two linear transformations is the sum of their transformation matrices and the scalar multiple of a transformation is the scalar multiple of the transformation matrix.
Instructional Video
Khan Academy

Khan Academy: Alternate Basis Transformation Matrix Example Part 2

10th Standards
Showing that the transformation matrix with respect to basis B actually works. Brief point on why someone would want to operate in a different basis to begin with.
Instructional Video
Khan Academy

Khan Academy: Alternate Basis Transformation Matrix Example

10th Standards
Example of finding the transformation matrix for an alternate basis.
Instructional Video
Sophia Learning

Sophia: Using Determinants to Classify 2x2 Matrices

9th - 10th Standards
This lesson demonstrates how the determinant of a 2x2 matrix can be used to tell whether or not the matrix represents a dependent linear system, an inconsistent linear system, or neither.
Instructional Video
Sophia Learning

Sophia: Vectors and Tensors: Lesson 3

9th - 10th Standards
In this lesson, students are introduced to vectors and tensors, and their significance when working with matrices. Students should be familiar with the concept of a matrix before beginning this lesson. It is 3 of 4 in the series titled...
Instructional Video
Sophia Learning

Sophia: Matrix Multiplication

9th - 10th Standards
This lesson introduces matrix multiplication, distinguishes it from multiplying by a scalar, and provides examples of the operation.
Instructional Video
Sophia Learning

Sophia: Vectors and Tensors: Lesson 4

9th - 10th Standards
In this lesson, students are introduced to vectors and tensors, and their significance when working with matrices. Students should be familiar with the concept of a matrix before beginning this lesson. It is 4 of 4 in the series titled...
Instructional Video
Other

Study Force: How to Multiply a Row Vector to a Matrix

9th - 10th Standards
This video models clearly how to multiply a row vector, which is equivalent to a one-column matrix, by a matrix. It explains that the dimension of the resultant matrix will have the number of rows of the first matrix and the number of...