双曲数乘法与求逆

GeoGebra 命令及参数

1. Point(C_O) → z_#
2. Sequence((r * cos(t)) + x(O) + ((y(O) + (r * sin(t))) * ί), t, -3.14159, π, (2 * π / n)) → z_*
3. Zip(fz(z), z, z_*) → fz_1
4. CurveCartesian((r * cos(t)), (r * sin(t)), ht, t, 0, 6.283185307179586) → d_1
5. Textfield(f_{(z#)}) → inputBox2
6. CurveCartesian(t, 0, ht, t, -5, 5) → Xh
7. CurveCartesian(0, t, ht, t, -5, 5) → Yh
8. Textfield(z_*) → inputBox3
9. Intersect(xAxis, yAxis) → B
10. Sphere(A, B) → f
11. Vector(C, z_#) → u
12. Ray(C, z_#) → g
13. Intersect(g, f) → D, E
14. Sphere(F, G) → h
15. Intersect(zAxis, h, 1) → H
16. Textfield(Fz) → inputBox1
17. Sequence(Vector[(0, 0, 2), Element[z_*, j]], j, 1, n) → ProjVectz_*
18. Sequence(Intersect[Line[Element[z_*, j], (0, 0, 2)], f], j, 1, n) → Projz_*
19. Point(C_O) → K
20. Vector(z_#, PfzK) → v
21. Zip({{x(A), y(A)}, {y(A), x(A)}}, A, z_*) → l1
22. Zip((A * Ma), A, l1) → l2
23. Zip((Element[A, 1, 1], Element[A, 1, 2], ht), A, l2) → l3
24. Zip(Vector[A, B], A, z_*, B, l3) → fvec_*
25. Intersect(C_O, xAxis, 1) → I
26. Vector(z_#, Invz) → w