Decimal Division 1.2 ÷ 2
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This example demonstrates the process of dividing 1.2 by 2. Key mathematical concepts include division and decimals. Using GeoGebra commands such as Sequence, Join, If, Segment, and Element, the division process is constructed step by step. Suitable for high-grade elementary or low-grade middle school students to learn decimal division.
GeoGebra Commands & Parameters
Sequence((k, 10), k, 0, 10, 1) → l1Sequence((k, 0), k, 0, 10, 1) → l2Sequence(Polygon[Element[l1, k], Element[l1, k + 1], Element[l2, k + 1], Element[l2, k]], k, 1, 10) → l5Sequence(Polygon[Element[l3, k], Element[l3, k + 1], Element[l4, k + 1], Element[l4, k]], k, 1, 3, 2) → l6Join({l5, l6}) → l7Sequence((k, -12), k, -6, 9, 3) → l8Sequence((k, -12), k, 15, 30, 3) → l9Sequence((k, 0), k, 0, 8, 2) → l10Join({l10, l11}) → l12Sequence(Vector[Element[l12, k], Element[l8, k]], k, 1, 6) → l13If(0 ≤ a < 1, Vector[Dilate[Element[l13, 1], a]], Vector[If[a ≥ 1, Vector[Element[l13, 1]]]]) → uSequence((k, 0), k, 1, 9, 2) → l14Join({l14, l15}) → l16Sequence(Vector[Element[l16, k], Element[l9, k]], k, 1, 6) → l17If(1 ≤ a < 2, Vector[Dilate[Element[l17, 1], a - 1]], Vector[If[a ≥ 2, Vector[Element[l17, 1]]]]) → bIf(2 ≤ a < 3, Vector[Dilate[Element[l13, 2], a - 2]], Vector[If[a ≥ 3, Vector[Element[l13, 2]]]]) → vIf(3 ≤ a < 4, Vector[Dilate[Element[l17, 2], a - 3]], Vector[If[a ≥ 4, Vector[Element[l17, 2]]]]) → wIf(4 ≤ a < 5, Vector[Dilate[Element[l13, 3], a - 4]], Vector[If[a ≥ 5, Vector[Element[l13, 3]]]]) → cIf(5 ≤ a < 6, Vector[Dilate[Element[l17, 3], a - 5]], Vector[If[a ≥ 6, Vector[Element[l17, 3]]]]) → dIf(6 ≤ a < 7, Vector[Dilate[Element[l13, 4], a - 6]], Vector[If[a ≥ 7, Vector[Element[l13, 4]]]]) → eIf(7 ≤ a < 8, Vector[Dilate[Element[l17, 4], a - 7]], Vector[If[a ≥ 8, Vector[Element[l17, 4]]]]) → fIf(8 ≤ a < 9, Vector[Dilate[Element[l13, 5], a - 8]], Vector[If[a ≥ 9, Vector[Element[l13, 5]]]]) → gIf(9 ≤ a < 10, Vector[Dilate[Element[l17, 5], a - 9]], Vector[If[a ≥ 10, Vector[Element[l17, 5]]]]) → hIf(10 ≤ a < 11, Vector[Dilate[Element[l13, 6], a - 10]], Vector[If[a ≥ 11, Vector[Element[l13, 6]]]]) → iIf(11 ≤ a < 12, Vector[Dilate[Element[l17, 6], a - 11]], Vector[If[a ≥ 12, Vector[Element[l17, 6]]]]) → jSequence(Translate[Element[l7, k], Vector[Element[l18, k]]], k, 1, 12) → l19Segment(A, B) → kSegment(B, C) → lSegment(C, D) → mSegment(D, A) → nSegment(E, H) → pSegment(H, G) → qSegment(G, F) → rSegment(F, E) → sElement(l5, 1) → Q1Element(l5, 2) → Q2Element(l5, 3) → Q3Element(l5, 4) → Q4Element(l5, 4) → A4Element(l5, 5) → A5Element(l5, 6) → A6Element(l5, 7) → A7Element(l5, 8) → q1Element(l5, 9) → q2Element(l5, 10) → q3Element(l6, 1) → q4Element(l6, 2) → q5