k

Kreispiegelung, A innen

wegen des Kathetensatzes

F_1 = (1.5, 2.5)
F_2 = (12.769090909090915, 4.61090909090909)
f = Line(F_1, F_2)
M = Point(f)
k: 3
c = Circle(M, k)
A = Point(f)
g = OrthogonalLine(A, f)
B_{1}, B = Intersect(c, g)
h = Segment(B, M)
i = OrthogonalLine(B, h)
A' = Intersect(i, f)
d1, b, m, a' = Polygon(M, A', B)
α = Angle(M, B, A')
β = Angle(B, A, M)
C = (-2.416363636363637, 2.1090909090909093)
D = (-0.8709090909090906, 2.1090909090909093)
ma = Segment(M, A)
ma' = Segment(A', M)
a: (ma * ma')
Text2: "ma\cdot ma'=" + (LaTeX[ma]) + "\cdot " + (LaTeX[ma']) + "=" + (LaTeX[a]) + ""
d: k^(2)
Text3: "k^2=" + (LaTeX[k]) + "\cdot" + (LaTeX[k]) + "=" + (LaTeX[d]) + ""