Interactive Customizable Clock with Chronometer and Alarm
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This GeoGebra example demonstrates an interactive analog clock with a customizable face and frame, featuring chronometer and alarm functions for teaching time-telling to children. Core mathematical concepts include circles, angles, vectors, rotation transformations, real-number arithmetic, polygons, and conditional logic. The construction uses Circle to draw the clock face, Point and Segment to build hour, minute, and second hands, Rotate to animate hand movement, Sequence to generate tick-mark lists, Vector to control hand direction and length, Angle to annotate angles, Polygon to create dial shapes, Textfield to add text labels, and If statements to implement alarm and stopwatch conditions, with Intersect used for object intersections. Suitable for elementary and middle school mathematics education, time-reading instruction, and classroom demonstrations of geometric construction and dynamic animation.
GeoGebra Commands & Parameters
Intersect(xAxis, yAxis) → APoint(xAxis) → BCircle(A, B) → c_2Circle(A, C) → dPoint(yAxis) → DSequence(Rotate[D, 30° * i, A], i, 0, 12) → list1Rotate(v, (-a)°) → v'Vector(A, E) → uRotate(u, -a * ° / 12) → u'Point(d) → FSegment(A, F) → bRotate(A, (-a)° * 60) → A'Rotate(F, (-a)° * 60) → F'Segment(A', F') → b'Sequence(Text[13 - i, Element[list1, i] - (0.2, 0.2)], i, 1, 12) → list2Sequence(Rotate[D', 30° * i, A], i, 0, 12) → list3Segment((0, 2.95), (0, 3.05)) → tSequence(Rotate[t, 6° * i], i, 1, 60) → list4Angle(v', u') → αPolygon(G, H, I, J) → poly1, g_1, h_1, i_1, j_1Polygon(L, M, N, O) → poly2, l_1, m_1, n_1, o_1Textfield(h) → inputBox1Textfield(m) → inputBox2Textfield(s) → inputBox3Polygon(P, Q, R, S) → poly3, p_1, q_1, r_1, s_2Textfield(h') → inputBox4Textfield(m') → inputBox5Textfield(s') → inputBox6Polygon(T, U, V, W) → poly4, t_1, u_1, v_1, wPolygon(K, Z, A_1, B_1) → poly5, k_1, z, a_1, b_1If(h_2 < 10, 0, "") → haIf(m_2 < 10, 0, "") → maIf(s_1 < 10, 0, "") → saIf(m'' < 10, 0, "") → mbIf(s'' < 10, 0, "") → sb