Paralela

Mostrar transportador

A

B

C

D

E

F

G

H

P

T

Mostrar el punto P

Ayuda

A = (1.6600000000000001, -3.22)
B = (13.72, -1.42)
a = Line(A, B)
C = (5.4, 2.84)
b = Line(C, A)
c = 0 (slider from 0 to 0.7, step 0.01)
P: A + (c * (C - A))
d = Line(P, a)
D = Point(d)
α = Angle(D, P, C)
β = Angle(B, A, C)
E = Point(d)
γ = Angle(E, P, A)
F = Point(a)
G = Point(b)
δ = Angle(F, A, G)
ε = Angle(G, A, B)
η = Angle(C, P, E)
θ = Angle(A, P, D)
ι = Angle(B, A, G)
κ = Angle(D, P, A)
λ = Angle(E, P, C)
μ = Angle(F, A, P)
ν = Angle(G, A, F)
ξ = Angle(A, P, E)
ο = Angle(P, A, B)
ρ = Angle(C, P, D)
ζ = Angle(C, A, F)
Trans1a = (5.74, -4.12)
Trans1b = Circle(Trans1a, 4)
Trans1c = Point(Trans1b)
Trans1d = Angle(Trans1a + (1, 0), Trans1a, Trans1c)
Trans1e = Rotate(Trans1a + ((-5.72), (-0.73)), Trans1d + 5°, Trans1a)
Trans1f = Rotate(Trans1a + (5.68, (-0.73)), Trans1d + 5°, Trans1a)
Trans1g = Rotate(Trans1a - (0.19, 0.19), Trans1d + 5°, Trans1a)
Trans1h = Rotate(Trans1a - ((-0.19), 0.19), Trans1d + 5°, Trans1a)
Trans1i = Rotate(Trans1a + (4, 0) - (0.21, 0.19), Trans1d, Trans1a)
Trans1j = Rotate(Trans1a + (4, 0) - ((-0.21), 0.19), Trans1d, Trans1a)
e = false
f, g = AngularBisector(a, b)
B12 = Point(g)
B11 = Point(g)
B22 = Point(f)
B21 = Point(f)
A11 = 0
h, i = AngularBisector(b, d)
C12 = Point(i)
C21 = Point(i)
C22 = Point(h)
C11 = Point(h)
H = (6.94, 0.2)
j = Segment(H, P)
k = Segment(H, A)
σ = Angle(H, P, D)
τ = Angle(B, A, H)
texto11: "N = " + σ
texto10: "M = " + τ
υ = Angle(P, H, A)
l = false
m, n = AngularBisector(j, d)
p, q = AngularBisector(a, k)
I = Point(n)
J = Point(q)
r, s = AngularBisector(k, j)
K = Point(r)
t = Line(H, a)
o = false