$d_1$

$\alpha'_1$

$M_2$

Point à modifier

$d_2$

$g_2$

$P_2$

$P_1$

$G'_2$

$G'_1$

$g_1$

$M_1$

F = (5.28553717165011, 2.7069009171137197)
D = (4.240535283926526, -4.248359526690976)
C = (-1.6011965802331811, 3.7861654687385866)
d_{1} = Line(C, D)
B = (4.480371782748333, -3.4945874588894816)
A = Point(xAxis)
alpha' = Line(A, B)
K = Intersect(alpha', d_{1})
j = OrthogonalLine(K, xAxis)
L = Intersect(j, xAxis)
E: (3.1, 0)
M_{2} = (2.732991577046602, 4.488543986462706)
G = (3.767957695853583, 3.446938525998721)
d_{2} = Line(L, F)
g_{2} = Line(M_{2}, G)
P_{2} = Intersect(d_{2}, g_{2})
f = OrthogonalLine(P_{2}, xAxis)
P_{1} = Intersect(d_{1}, f)
G'_{2} = Intersect(g_{2}, xAxis)
g = OrthogonalLine(G'_{2}, xAxis)
G'_{1} = Intersect(alpha', g)
h = Line(P_{1}, G'_{1})
i = OrthogonalLine(M_{2}, xAxis)
M_{1} = Intersect(h, i)