Completing a Number Series
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This example demonstrates how to interactively complete a number series using geometric and analytical tools. Key math concepts include sequences, coordinate geometry, and geometric constructions. Construction highlights involve commands like CircumcircleArc, Random, Textfield, If, Polygon, Circle, Point, Segment, and Line. Suitable for high school mathematics education, illustrating the integration of sequence patterns and geometric constructions.
GeoGebra Commands & Parameters
CircumcircleArc(A, B, C) → cRandom(18, 85) → l_1Textfield(e_1) → P1If(u ≟ 1 ∧ d_1 ≠ A1 ∨ u ≟ 2 ∧ d_1 ≠ A2 ∨ u ≟ 3 ∧ d_1 ≠ A3 ∨ u ≟ 4 ∧ d_1 ≠ A4 ∨ u ≟ 5 ∧ d_1 ≠ A5, 1, 0) → A7Polygon(I, J, K, L) → poly21, i_6, j_6, k_6, l_6Circle(M, 0.3) → c_6Point(c_6) → NPoint(c_6) → OPoint(c_6) → PPoint(c_6) → QPolygon(I_1, J_1, K_1, L_1) → poly23, i_7, j_7, k_7, l_7Circle(R, 0.3) → c_7Point(c_7) → SPoint(c_7) → TPoint(c_7) → UPoint(c_7) → VSegment(W, Z) → p_7Segment(A_1, B_1) → q_7If(-5 < a < 11.75, a, If[11.75 < a < 22, 11.75, 11.75 + a - 22]) → tIf(-5 < a < 11.75, Vitesse, If[11.75 < a < 22, 0, Vitesse]) → VitIf(u ≟ 1, A1, If[u ≟ 2, A2, If[u ≟ 3, A3, If[u ≟ 4, A4, A5]]]) → repIf(Text[rep] ≟ e_1, 1, 0) → vuePoint(c) → D_1Line(D, D_1) → dIf(u ≟ 1, D, If[u ≟ 2, E, If[u ≟ 3, F, If[u ≟ 4, G, H]]]) → AASegment(G_1, F_1) → eSegment(H_1, E_1) → fPoint(d) → N_1Point(d) → P_1Polygon(O_1, Q_1, R_1, S_1) → poly1, o_1, q_1, r_1, s_1