Parallelogram ABCD

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Show Diagonal Lengths

Show Opposite Angles

Show Angles Between Diagonals

Show Distances Cut Off By The Diagonals

Angles Between Diagonals and Sides

A = (0.2, 3.3)
B = (10.96, 4.96)
a = Segment(A, B)
C = (-1.32, -3.56)
b = Line(C, a)
c = Segment(A, C)
d = Line(B, c)
D = Intersect(d, b)
e = Segment(C, D)
distanceAB = Distance(A, B)
TextAB: Name[A] + (Name[B]) + " \, = \, " + distanceAB
distanceCD = Distance(C, D)
TextCD: Name[C] + (Name[D]) + " \, = \, " + distanceCD
distanceAC = Distance(A, C)
TextAC: Name[A] + (Name[C]) + " \, = \, " + distanceAC
distanceBD = Distance(B, D)
TextBD: Name[B] + (Name[D]) + " \, = \, " + distanceBD
α = Angle(C, A, B)
β = Angle(A, B, D)
γ = Angle(B, D, C)
δ = Angle(D, C, A)
g = Segment(C, B)
h = Segment(A, D)
distanceCB = Distance(C, B)
TextCB: Name[C] + (Name[B]) + " \, = \, " + distanceCB
distanceAD = Distance(A, D)
TextAD: Name[A] + (Name[D]) + " \, = \, " + distanceAD
i = Segment(A, C)
f = Segment(B, D)
j = false
k = false
l = false
E = Intersect(h, g)
ε = Angle(A, E, C)
ζ = Angle(C, E, D)
η = Angle(D, E, B)
θ = Angle(B, E, A)
m = false
distanceAE = Distance(A, E)
TextAE: Name[A] + (Name[E]) + " = " + distanceAE
distanceED = Distance(E, D)
TextED: Name[E] + (Name[D]) + " = " + distanceED
distanceEC = Distance(E, C)
TextEC: Name[E] + (Name[C]) + " = " + distanceEC
distanceEB = Distance(E, B)
TextEB: Name[E] + (Name[B]) + " = " + distanceEB
n = false
ι = Angle(C, A, E)
κ = Angle(E, A, B)
λ = Angle(A, B, E)
μ = Angle(E, B, D)
ν = Angle(B, D, E)
ξ = Angle(E, D, C)
ο = Angle(D, C, E)
ρ = Angle(E, C, A)
o = false