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    Matrix Algebra Explained

    Posted By: IrGens
    Matrix Algebra Explained

    Matrix Algebra Explained
    .MP4, AVC, 1280x720, 30 fps | English, AAC, 2 Ch | 8h 36m | 2.69 GB
    Instructor: John Greene, M.A.

    Master Matrix Algebra Using Step by Step Lessons and Prepare yourself for Linear Algebra! Over 400 Practice Questions

    What you'll learn

    • How to Solve Linear Systems Using Gaussian Elimination
    • How to Solve Linear Systems Using Gauss-Jordan Elimination
    • How to Place an Augmented Matrix in Row Echelon Form
    • How to Place an Augmented Matrix in Reduced Row Echelon Form
    • How to Add Matrices
    • How to Subtract Matrices
    • How to Multiply a Matrix by a Scalar
      How to Multiply Matrices
    • How to Find the Inverse of a Matrix using Row Reduction
    • How to Solve Linear Systems using Matrix Equations (Using the Inverse of a Matrix)
    • How to Find the Determinant of a Matrix Using Laplace Expansion
    • How to Find the Determinant of a 3 x 3 Matrix Using the Shortcut
    • How to Find the Determinant of a Matrix in Upper Triangular Form 4 x 4 Shortcut
    • How to Find the Transpose of a Matrix
    • How to Find the Classical Adjoint (Adjugate of a Matrix)
    • How to Find the Inverse of a Matrix Using the Determinant and the Adjoint (Adjugate)
    • How to Solve a 2 x 2 Linear System Using Cramer's Rule
    • How to Solve a 3 x 3 Linear System Using Cramer's Rule
    • Applications of Determinants - Finding the Area of a Triangle
    • Applications of Determinants - Testing for Collinearity
    • Applications of Determinants - Finding the Equation of a Line Using Determinants

    Requirements

    • Algebra 1
    • Algebra 2 is helpful but not required

    Description

    In this course, you will master the basics of matrices in algebra. While this is not a linear algebra course, it will serve to get you up to speed with most of the entry level topics taught in a linear algebra course.

    Who this course is for:

    Students who want to learn the basics of Linear Algebra and be able to work with Matrices


    Matrix Algebra Explained