μ_{AB}

μ_{AB}

Quadrat

Raute

Rechteck

Parallelogramm

Trapez

Drachen

Allgemeines Viereck

Vierecksformen

Seitenlängen

Diagonalen

Diagonalenabschnitte

Winkel

α

δ

β

γ

α

β

γ

δ

Diagonalenwinkel

μ_{BC}

μ_{BC}

μ_{CD}

μ_{CD}

μ_{AD}

μ_{AD}

A: (2, -12)
B = (14, -10)
C = (12, -2)
D = (4, -4)
v1, a, b, c, d = Polygon(A, B, C, D)
f = Segment(B, D)
g = Segment(C, A)
M = Intersect(f, g)
d_{1}: Distance[A, M] / Distance[M, C]
d_{2}: Distance[B, M] / Distance[M, D]
μ_1 = Angle(B, M, A)
μ_2 = Angle(A, M, B)
E = (-8, 6)
F = (-8, 3)
G = (4, 3)
H = (4, 6)
v2, e, f_1, g_1, h = Polygon(E, F, G, H)
I: (-2, 7.5)
d1, h_1, e_1, i = Polygon(E, I, H)
v3 = AttachCopyToView(v2, 1, (-8.090163949569744, -1.4617139686988434), (0.8132028681041499, 7.547226368552213), (0, 512), (506, 0))
j = false
J = Midpoint(A, B)
K = Midpoint(B, C)
L = Midpoint(C, D)
N = Midpoint(D, A)
O = Midpoint(C, M)
P = Midpoint(M, A)
Q = Midpoint(D, M)
R = Midpoint(M, B)
S_{AB} = Distance(A, B)
S_{BC} = Distance(B, C)
S_{CD} = Distance(C, D)
S_{DA} = Distance(D, A)
S_{AM} = Distance(A, M)
S_{BM} = Distance(B, M)
S_{CM} = Distance(C, M)
S_{DM} = Distance(D, M)
S_{AC} = Distance(A, C)
S_{BD} = Distance(B, D)
k = false
Text7: "\overline{BC}=" + (LaTeX[S_{BC}]) + ""
Text10: "\overline{CD}=" + (LaTeX[S_{CD}]) + ""
Text11: "\overline{AD}=" + (LaTeX[S_{DA}]) + ""
Text1: "\overline{AB}=" + (LaTeX[S_{AB}]) + ""
l = false
Text12: "\overline{AC}=" + (LaTeX[S_{AC}]) + ""
Text13: "\overline{BD}=" + (LaTeX[S_{BD}]) + ""
Text14: "\overline{AM}=" + (LaTeX[S_{AM}]) + ""
Text15: "\overline{BM}=" + (LaTeX[S_{BM}]) + ""
Text16: "\overline{CM}=" + (LaTeX[S_{CM}]) + ""
Text17: "\overline{DM}=" + (LaTeX[S_{DM}]) + ""
m = false
n = false
α_1 = Angle(B, A, D)
δ_1 = Angle(A, D, C)
β_1 = Angle(C, B, A)
γ_1 = Angle(D, C, B)
α_2 = Angle(D, A, B)
β_2 = Angle(A, B, C)
γ_2 = Angle(B, C, D)
δ_2 = Angle(C, D, A)
o = false
μ_4 = Angle(B, M, C)
μ_3 = Angle(C, M, B)
μ_6 = Angle(C, M, D)
μ_5 = Angle(D, M, C)
μ_8 = Angle(D, M, A)
μ_7 = Angle(A, M, D)