α

Re x_1

a

b

Im x_1

Mitte a b'

b'

Die Kurve X wird angezeigt,
wenn α≠0 ist,
die Konstruktion der Achsen
der Ellipse nur, wenn α=0 ist.

A = (5, 2)
B = (2, 6)
a = 0 (slider from -5 to 5, step 0.01)
X = CurveCartesian((((A * cos(t)) - (B * sin(t))) * ℯ^((a * t))), t, (-2 * π), (100 * π))
C: (0, 0)
u = Vector(C, A)
v = Vector(C, B)
Y = CurveCartesian((((B * cos(t)) + (A * sin(t))) * ℯ^((a * t))), t, (-2 * π), (100 * π))
b = CurveCartesian((A * cos(t)) - (B * sin(t)), t, 0, (2 * π))
D = Point(b)
E = Point(b)
F = Point(b)
G = Point(b)
H = Point(b)
c = Conic(D, E, F, G, H)
f = FirstAxis(c)
g = SecondAxis(c)
B' = Rotate(B, (-(90°)), C)
K = Midpoint(A, B')
h = Line(A, B')
w = Vector(C, B')
α = Angle(w, v)
d = Circle(K, C)