Watch Matrix Algebra Tutor: Row Equivalent Matrices

Matrix Algebra can be difficult for students to understand because although it has applications in algebra, it looks completely different than previous algebra lessons learned. The material in this progra is covered in most advanced high school algebra classes and in university linear algebra courses. This program teaches matrix algebra just as if students had a personal tutor. Every matrix algebra lesson is taught by fully worked example problems that help students not only do well in class, but truly understand the concepts taught. If students need assistance to improve their grades in linear algebra, the Matrix Algebra Tutor will provide the tools they need to succeed. What sets this program apart from other teaching tools is that the concepts are taught entirely through step-by-step example problems of increasing difficulty. It works by introducing each new concept in an easy to understand way and using example problems that are worked out step-by-step and line-by-line to completion. This program covers the very important topic of row equivalent matrices in the context of matrix algebra. This central topic deals with teaching students the rules that can be used to simplify the form of a matrix. This is similar to fractions where we use rules to simplify fractions and arrive at a simpler, but equivalent answer. In matrix math, we use row equivalent methods to transform the matrix to a simpler form that is equivalent to the original matrix. We work numerous problems to give students practice in this area.