Interior Angles of Polygons by Ooi Soo Huat
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Mathematics Form 2
This example demonstrates the calculation and visualization of interior angles in polygons. It involves core math concepts like polygons, angle sums, and angle measurement. GeoGebra commands used include Sequence, Polygon, and Angle for construction. Suitable for middle school and above students to explore polygon angle properties, ideal for classroom demonstrations and geometric investigations.
GeoGebra Commands & Parameters
Sequence(LPoint(p), p, 1, n) → SPointPolygon(SPoint) → SPolyPointIn(SPoly) → MSequence(Segment[M, SPoint(p)], p, 1, n) → GarisAppend(Sequence[Polygon[LPoint(p), LPoint(p + 1), M], p, 1, n - 1], Polygon[LPoint(n), A, M]) → SSegitigaAngle(SSegitiga(1)) → SS1_1, SS1_2, SS1_3Angle(SSegitiga(2)) → SS2_1, SS2_2, SS2_3Angle(SSegitiga(3)) → SS3_1, SS3_2, SS3_3Angle(SSegitiga(4)) → SS4_1, SS4_2, SS4_3Angle(SSegitiga(5)) → SS5_1, SS5_2, SS5_3Angle(SSegitiga(6)) → SS6_1, SS6_2, SS6_3Angle(SSegitiga(7)) → SS7_1, SS7_2, SS7_3Angle(SSegitiga(8)) → SS8_1, SS8_2, SS8_3Angle(SPoly) → SP_1, SP_2, SP_3, SP_4, SP_5, SP_6, SP_7, SP_8SelectedIndex(Bahasa) → nnIf(nn ≟ 1, "What is the sum of angles in all triangles?", "Apakah hasil tambah sudu-sudut dalam semua segi tiga?") → Tex1If(nn ≟ 1, "What is the sum of angles at point M?", "Apakah hasil tambah sudut-sudut pada titik M?") → Tex2If(nn ≟ 1, "What is the sum of angles in the polygon?", "Apakah hasil tambah sudut-sudut dalam poligon?") → Tex3