12 min read
Introduction
Organised grids of numbers — for tables of data, transformations, and solving systems.
Two Warehouses, Three Products
Warehouse A holds chairs, tables, lamps. Warehouse B holds chairs, tables, lamps.
Writing that as a grid (a matrix) lets you add deliveries, scale an order, multiply systems, and later describe reflections and rotations.
A matrix is a rectangular array of numbers. You will compute with and matrices — including determinants written in proper row-and-column form.
Example 1 — See the grid
Stock matrix:
Row is warehouse A. Column is tables. So .
What You Need
You need comfort with basic algebra (substitution, solving simple equations) and careful arithmetic. Every matrix in this course is typeset as a real grid, not a flat list of commas.
More lessons in Matrices and Determinants · Next: What Is a Matrix?
