The study of analytic geometry bridges the gap between algebra and geometry, offering a powerful framework for understanding geometric shapes through coordinate systems and equations. Our website delves into the world of analytic geometry, exploring the relationships between lines, circles, parabolas, ellipses, and hyperbolas using algebraic methods. Mastering analytic geometry empowers students to solve complex problems in fields such as engineering, computer graphics, and physics, where the ability to model and manipulate geometric structures is essential. Uncover the fascinating connections between algebra and geometry and learn how analytic geometry shapes our understanding of the world and its practical applications.
Lessons
11.1 – Points & Linear Equations
11.2 – Slope of a Linear Equations
11.3 – Parallel Slopes
11.4 – Perpendicular Slopes
11.5 – Distance Formula
11.6 – Midpoint Formula
11.7 – Dividing a Segment into Ratios
11.8 – Solving Systems of Linear Equations Graphically
11.9 – Solving Systems of Linear Equations Algebraically
11.10 – Coordinate Geometry Proofs
11.11 – Analytic Geometry Proofs
11.12 – Triangle Centroid