Factoring Sum of Cubes Demonstration

This example demonstrates the geometric interpretation and factoring process of the sum of cubes formula a³+b³=(a+b)(a²-ab+b²). It involves core math concepts like the sum of cubes formula, polynomial factoring, algebraic operations, and geometric visualization. The construction uses GeoGebra commands to create three cubes, their sum, the geometric correspondence of the factored form, and dynamic sliders to show variable changes. Suitable for high school students to understand polynomial factoring and the connection between spatial geometry and algebraic formulas, or for mathematical teaching demonstrations.