Rekenrek
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This GeoGebra applet is used to build number sense with small numbers. It involves addition of natural numbers. Using commands like Polygon, Point, Segment, Circle, etc., the Rekenrek model is constructed. Suitable for elementary school students to learn number sense and addition.
GeoGebra Commands & Parameters
Polygon(A, B, C, D) → poly1, a, b, c, dPoint(a) → EPoint(c) → FSegment(E, F) → ePoint(a) → GPoint(c) → HSegment(G, H) → fPoint(a) → IPoint(c) → JSegment(I, J) → gPoint(e) → KPoint(e) → LPoint(e) → MPoint(e) → NPoint(e) → OPoint(e) → PPoint(e) → QPoint(e) → RPoint(e) → SPoint(e) → TCircle(K, BallSize) → hCircle(L, BallSize) → kCircle(M, BallSize) → pCircle(N, BallSize) → qCircle(O, BallSize) → rCircle(P, BallSize) → sCircle(Q, BallSize) → tCircle(R, BallSize) → c_1Circle(S, BallSize) → d_1Circle(T, BallSize) → e_1Point(f) → UPoint(f) → VPoint(f) → WPoint(f) → ZPoint(f) → A_1Point(f) → B_1Point(f) → C_1Point(f) → D_1Point(f) → E_1Point(f) → F_1Point(g) → G_1Point(g) → H_1Point(g) → I_1Point(g) → K_1Point(g) → L_1Point(g) → M_1Point(g) → N_1Point(g) → O_1Point(g) → P_1Circle(U, BallSize) → f_1Circle(V, BallSize) → g_1Circle(W, BallSize) → h_1Circle(Z, BallSize) → k_1Circle(A_1, BallSize) → p_1Circle(B_1, BallSize) → q_1Circle(C_1, BallSize) → r_1Circle(D_1, BallSize) → s_1Circle(E_1, BallSize) → t_1Circle(F_1, BallSize) → c_2Circle(G_1, BallSize) → d_2Circle(H_1, BallSize) → e_2Circle(I_1, BallSize) → f_2Circle(K_1, BallSize) → h_2Circle(L_1, BallSize) → k_2Circle(M_1, BallSize) → p_2Circle(N_1, BallSize) → q_2Circle(O_1, BallSize) → r_2Circle(P_1, BallSize) → s_2Point(g) → J_1Circle(J_1, BallSize) → g_2