Linear algebra gives us a powerful way to describe and solve problems involving relationships, space, and change.
In this Specialization, you’ll build that foundation step by step, beginning with systems of linear equations and progressing to vectors, matrices, subspaces, and determinants.
Along the way, you’ll learn how to represent problems mathematically, recognize important relationships among vectors and matrices, and use core linear algebra methods to find and interpret solutions. Through guided practice and problem solving, you’ll develop skills that can support further study in mathematics, science, engineering, computing, and other quantitative fields.
Projet d'apprentissage appliqué
Throughout the Specialization, you’ll strengthen your understanding through practice and graded assignments. You’ll solve systems of linear equations, work with vectors and matrices, test for linear independence, analyze subspaces, and calculate and apply determinants.
These activities are designed to help you move from understanding definitions and procedures to using linear algebra methods confidently across a variety of problems.
