CMM Frame
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This example demonstrates the geometric construction of a CMM frame. Key mathematical concepts include geometric transformations, vectors, and coordinate geometry. Using GeoGebra commands such as Segment, Mirror, and Point, a complex geometric structure is constructed. Suitable for high school and above students or teachers.
GeoGebra Commands & Parameters
Segment(K, N) → hSegment(K, M) → gSegment(K, L) → fSegment(J, K) → eMirror(cell1, j) → cell2Point(j) → BMirror(B, xAxis) → CLine(A, D) → nMirror(cell2, n) → cell4Mirror(cell1, n) → cell3Midpoint(A, B) → EMidpoint(B, D) → FMidpoint(D, C) → GMidpoint(C, A) → HMidpoint(C, B) → IVector(A, B) → uVector(A, C) → vVector(C, D) → wVector(B, D) → aSegment(H, F) → bSegment(E, G) → cSequence(Translate[Sequence[Translate[tile, Vector[(n * u)]], n, -3, 3], Vector[(m * v)]], m, -3, 3) → tilingLine(H, E) → kLine(G, F) → lSegment(I, B) → pSegment(A, I) → qLine(H, G) → rLine(E, F) → s