分数除法（部分分法）范例：通过GeoGebra演示a/b ÷ n的作图方法

GeoGebra 命令及参数

1. If(p ≤ (b * q) ∨ Mod[p, (q * b)] ≟ 0, 3, 4) → steps
2. Div(p, q) → a
3. If(t < 0.5, 0, (2 * t) - 1) → t2
4. If(t < 0.5, (2 * t), 1) → t1
5. Translate(CircleSector[A, Rotate[A + (0, 1), ((360 * ° / ((b * q))) * (k - 1)), A], Rotate[A + (0, 1), ((360 * ° / ((b * q))) * k), A]], Vector[(t * Vector[A, Rotate[A + (0, δ), (180 * ° / q) + ((360 * ° / q) * 0), A]])]) → f
6. Translate(Circle[A, 1], Vector[(0, 0), ((d * a), 0)]) → e
7. CircleSector(A, Rotate[A + (0, 1), (((k - 1) * 360) * ° / b)], Rotate[A + (0, 1), ((k * 360) * ° / b)]) → g
8. Polygon({C, C + (4, 0), C + (4, 2), C + (0, 2)}) → q1
9. Sequence(Translate[q1, Vector[(i * Vector[(4.2, 0)])]], i, 0, fw) → L_1
10. Sequence(Segment[C + ((i * 4 / fd), 0), C + ((i * 4 / fd), 2)], i, 1, fd - 1) → L_2
11. Sequence(Translate[L_2, Vector[(i * Vector[(4.2, 0)])]], i, 0, fw) → L_3
12. Sequence(Translate[q1, Vector[((i - 1) * Vector[(4.2, 0)])]], i, 1, fw) → L_4
13. Polygon(C + ((4.2 * fw), 0), C + ((4.2 * fw) + (fn / fd * 4), 0), C + ((4.2 * fw) + (fn / fd * 4), 2), C + ((4.2 * fw), 2)) → q2, h, i, j, l
14. Sequence(Segment[C + (0, (i * 2 / b)), C + (4, (i * 2 / b))], i, 1, b - 1) → L_5
15. Sequence(Translate[L_5, Vector[(i * Vector[(4.2, 0)])]], i, 0, fw) → L_6
16. Polygon(C + ((4.2 * fw), 0), C + ((4.2 * fw) + (fn / fd * 4), 0), C + ((4.2 * fw) + (fn / fd * 4), 2 / b), C + ((4.2 * fw), 2 / b)) → q3, m, n, r, s
17. Polygon(C, C + (4, 0), C + (4, 2 / b), C + (0, 2 / b)) → q4, c, f_1, g_1, h_1
18. Sequence(Translate[q4, Vector[((i - 1) * Vector[(4.2, 0)])]], i, 1, fw) → L_7