3D System of Equations Solver
Loading the math board and drawing, please wait…
In collections
Special Systems of Equations
This example demonstrates how to solve systems of equations in three-dimensional space using GeoGebra, involving core mathematical concepts such as vectors, coordinate geometry, and linear programming. Using commands and objects like Textfield, Intersect, and Slope from the construction summary, it achieves intersection point solving and slope calculation. Suitable for high school students and teachers, ideal for teaching demonstrations and mathematical exploration.
GeoGebra Commands & Parameters
Textfield(a) → inputBox1Textfield(b) → inputBox2Intersect(a, b) → AIntersect(a, y = 0) → xofredIntersect(a, x = 0) → yofredIntersect(b, y = 0) → xofblueIntersect(b, x = 0) → yofblueSlope(b) → mSlope(a) → m_1