System of 3 Equations - Point Intersection
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This example demonstrates the point intersection of three equations in 3D space. Core math concepts include systems of equations, 3D coordinate systems, vector operations, and solid geometry. Construction highlights the use of GeoGebra commands like Plane, Intersect, and Prism to build planes, find intersections, and generate prisms. Suitable for high school and above students to learn spatial geometry and applications of systems of equations.
GeoGebra Commands & Parameters
Plane(B, A, P) → aPlane(P, D, E) → bPlane(P, F, G) → cIntersect(xAxis, zAxis) → LPrism(L, J, K, I, H) → d, M, edgeJL, edgeJK, edgeIK, edgeIL, edgeHL, edgeJM, edgeKN, edgeIO, edgeHM, edgeMN, N, edgeNO, edgeHO, O, faceIKJL, faceHLJM, faceJKNM, faceIKNO, faceHLIO, faceHMNO