Can YOU Prove the Pythagorean Theorem? — Dynamic Geometry Exploration

① This GeoGebra example demonstrates a dynamic, interactive proof of the Pythagorean theorem by constructing a right triangle and squares on each side, then comparing areas to show a² + b² = c². ② Core mathematical concepts include the Pythagorean theorem, right triangles, area of squares, geometric proof, and conservation of area. ③ Construction highlights: based on the summary, the example uses GeoGebra commands such as Point, Intersect, Polygon, and Angle, creating multiple points (A, B, C, D, E, F, G, H, I), polygons (poly1, poly2, poly3), segments (b_1, g, h, i, a_1, k, l, m, c_1, p, q, r), and angle labels (α, β, γ) along with several text objects (text1–text5) to display side lengths and area relationships. ④ Suitable for middle school to high school students learning geometric proofs, and for teachers demonstrating the theorem in class, fostering logical reasoning and dynamic geometry manipulation skills.