Rotation and Rotation by Aaron Dankman
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This example demonstrates the dynamic transformation process of a shape after rotation; core math concepts include rotation, angle, polygon, and similar triangles; construction highlights involve commands/objects like Polygon, Circle, Point, Segment, Angle, Rotate from GeoGebra; suitable for high school students learning geometric transformations and analytical geometry.
GeoGebra Commands & Parameters
Polygon(A, B, C, D) → poly1, a, b, c, dCircle(G, H) → ePoint(e) → ICircle(I, G) → fPoint(f) → JCircle(J, I) → gPoint(g) → KCircle(K, J) → hPoint(e) → LSegment(L, G) → iPoint(e) → MSegment(G, M) → jPoint(h) → NSegment(N, K) → kPoint(h) → OSegment(K, O) → lAngle(M, G, L) → αAngle(O, K, N) → βRotate(A, (-α), E) → A'Rotate(B, (-α), E) → B'Rotate(C, (-α), E) → C'Rotate(D, (-α), E) → D'Polygon(A', B', C', D') → poly1', a', b', c', d'Rotate(A', (-β), F) → A''Rotate(B', (-β), F) → B''Rotate(C', (-β), F) → C''Rotate(D', (-β), F) → D''Polygon(A'', B'', C'', D'') → poly1'', a'', b'', c'', d''