Welcome to [i]Algebraic Curves and Conics[/i][br]Have you ever wondered how a simple equation can draw a beautiful shape? From the perfect roundness of a circle to the sweeping curves of a parabola or the twisting loops of more advanced curves, algebraic equations bring geometry to life.[br][br]In this book, you’ll explore [b]algebraic curves[/b]—the set of points that make an equation true. We’ll start with familiar shapes called [b]conic sections[/b] (circles, ellipses, parabolas, and hyperbolas) and then move into more exciting territory, where curves can loop, cross themselves, or even create striking patterns.[br][br]Using [b]GeoGebra[/b], you won’t just read about these curves—you’ll see them come alive. You’ll be able to:[list][*]Play with equations using sliders to see how curves change.[br][/*][*]Discover how simple rules can create surprisingly complex designs.[br][/*][*]Connect algebra to real-world ideas like orbits, reflections, and engineering.[/*][/list]By the end, you’ll see that curves are more than lines on a graph—they are a window into the beauty and power of mathematics.