This topic bridges the gap between visual geometry and algebraic rigour, focusing on Coordinate Geometry, Dimensions, and Transformations. It extends standard Euclidean principles into the Cartesian plane, utilizing algebraic techniques to solve geometric problems involving lines, circles, and loci. Furthermore, it introduces the application of matrices to represent and manipulate linear transformations in two dimensions, as well as the extension of trigonometric and Pythagorean principles into three-dimensional space.
What you need to know and understand
Essential terms to know
Practice questions tailored to this topic