Matha'art:三角函数曲线

GeoGebra 命令及参数

1. CurveCartesian(x(A) + cos((b * t)) + cos((c * t))^(3), y(A) + sin((b * t)) + sin((c * t))^(3), t, 0, 6.28319) → a
2. TableText({{"x(t)=cos(" + (If[b > 1, "" + b, ""]) + "t)+cos(" + (If[c > 1, "" + c, ""]) + "t)³"}, {"y(t)=cos(" + (If[b > 1, "" + b, ""]) + "t)+cos(" + (If[c > 1, "" + c, ""]) + "t)³"}}, "l") → texte2
3. Sequence(Text[i, A + ((4.5 * i), 3.25)], i, 1, 6) → liste9
4. Segment(A - (2, -2.5), A + (34, 2.5)) → e
5. Sequence(Text[i, A + (0, 4.5 - (4.5 * i))], i, 1, 5) → liste10
6. Segment(A + (1.75, 5), A + (1.75, -26)) → f
7. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((j * i)) + cos(i)^(3), y(A) + sin((j * i)) + sin(i)^(3), i, 0, t], j, 1, 6) → liste1
8. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((j * i)) + cos((2 * i))^(3), y(A) - 4.5 + sin((j * i)) + sin((2 * i))^(3), i, 0, t], j, 1, 6) → liste2
9. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((j * i)) + cos((3 * i))^(3), y(A) - 9 + sin((j * i)) + sin((3 * i))^(3), i, 0, t], j, 1, 6) → liste3
10. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((j * i)) + cos((4 * i))^(3), y(A) - 13.5 + sin((j * i)) + sin((4 * i))^(3), i, 0, t], j, 1, 6) → liste4
11. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((j * i)) + cos((5 * i))^(3), y(A) - 18 + sin((j * i)) + sin((5 * i))^(3), i, 0, t], j, 1, 6) → liste5
12. Sequence(CurveCartesian[x(A) + 31.5 + cos((b * i)) + cos((j * i))^(3), y(A) + 4.5 - (4.5 * j) + sin((b * i)) + sin((j * i))^(3), i, 0, t], j, 1, 5) → liste7
13. Sequence(CurveCartesian[x(A) + (4.5 * j) + cos((c * i)) + cos((6 * i))^(3), y(A) - 22.5 + sin((j * i)) + sin((c * i))^(3), i, 0, t], j, 1, 6) → liste8
14. CurveCartesian(x(C) + cos((b * i)) + cos((c * i))^(3), y(C) + sin((b * i)) + sin((c * i))^(3), i, 0, t) → d