Isosceles Triangle and Locus Demo
Loading the math board and drawing, please wait…
In collections
Mapping Diagrams: From AB to C&DE, Resource
This example demonstrates the dynamic construction of isosceles triangles and the locus of their vertices. It involves core concepts like plane figures, ratios, line segments, and isosceles triangle properties. Constructed using commands such as Point, Vector, Segment, Textfield, ImplicitCurve, and Sequence. Suitable for high school mathematics education to understand triangle properties and locus equations.
GeoGebra Commands & Parameters
Point(yAxis) → A_1Vector(A_1, B) → uSegment((0, a_2), (0, 5)) → eTextfield(f_1) → inputBox1Textfield(f_2) → inputBox2Textfield(f_3) → inputBox3ImplicitCurve(g(x, y)) → hVector(B, E) → vSegment((0, a_1), (0, Min[r, a_2])) → dSegment((0, (-r)), (0, Min[r, a_1])) → cSequence(Vector[(0, k), (2, f(k))], k, (-r), r, r / n) → list1Sequence((k, f(k)), k, (-r), r, r / n) → list2Textfield(g) → inputBox4Textfield(g) → inputBox5Textfield(f_1) → inputBox6Textfield(f_2) → inputBox7