Subtracting Fractions
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This example demonstrates how to perform fraction subtraction using GeoGebra. Key mathematical concepts include fraction subtraction and visualization. Using commands like Sequence, Segment, Polygon, and Intersect, users can dynamically explore the process of fraction subtraction. Suitable for high-grade elementary and junior high school students learning fraction operations.
GeoGebra Commands & Parameters
Sequence((x(A_1) + (i * (x(C_1) - x(A_1)) / f), y(A_1)), i, 0, f) → liste3Sequence((x(B_1) + (i * (x(D_1) - x(B_1)) / f), y(D_1)), i, 0, f) → liste4Segment(A, B) → bSegment(B, D) → cSegment(A, C) → dSegment(D, C) → eSegment(A_1, B_1) → b_1Segment(B_1, D_1) → c_1Segment(A_1, C_1) → d_1Segment(D_1, C_1) → e_1Sequence((x(A) + (i * (x(C) - x(A)) / n), y(A)), i, 0, n) → liste1Sequence((x(B) + (i * (x(D) - x(B)) / n), y(D)), i, 0, n) → liste2LaTeX(f, true, true) → metin1Sequence(Segment[Element[liste1, i], Element[liste2, i]], i, 1, n) → liste5Polygon(Element[liste3, 1], Element[liste3, k + 1], Element[liste4, k + 1], Element[liste4, 1]) → çokgen1, g, h, i, jSequence(Segment[Element[liste3, i], Element[liste4, i]], i, 1, f) → liste6Polygon(Element[liste1, 1], Element[liste1, m + 1], Element[liste2, m + 1], Element[liste2, 1]) → çokgen2, l, p, q, rSequence((x(A) + (i * (x(C) - x(A)) / s), y(A)), i, 0, s) → liste7Sequence((x(B) + (i * (x(D) - x(B)) / s), y(D)), i, 0, s) → liste8Sequence(Segment[Element[liste7, i], Element[liste8, i]], i, 1, s) → liste9Sequence((x(A_1) + (i * (x(C_1) - x(A_1)) / o), y(A_1)), i, 0, o) → liste10Sequence((x(B_1) + (i * (x(D_1) - x(B_1)) / o), y(D_1)), i, 0, o) → liste11Sequence(Segment[Element[liste10, i], Element[liste11, i]], i, 1, o) → liste12Intersect(d, p) → FPoint(p) → EIntersect(d_1, h) → GPoint(h) → HPolygon(E, F, G, H) → çokgen3, e_2, f_1, g_1, h_1LCM(A2:B2) → B4Textfield(k) → MetinAlanı1Textfield(f) → MetinAlanı2Textfield(m) → MetinAlanı3Textfield(n) → MetinAlanı4GCD(A9:B9) → B10Polygon(I, J, K, L) → çokgen4, ı, j_1, k_1, l_1