\vec n_1

\vec n_3

\vec n_2

\vec n_2

\vec n_1

=

+

g_1: x + (2 * y) = 6
g_2: (-x) + (3 * y) = -1
G_2 = Intersect(g_2, xAxis)
G_1 = Intersect(xAxis, g_1)
C = Point(xAxis)
D = (5, 3)
S = Intersect(g_1, g_2)
F = (3, 4)
G = (1.02, -5.24)
u = Vector(S, F)
v = Vector(S, D)
w: u + v
E' = Translate(S, w)
a = Vector(S, E')
g_3 = OrthogonalLine(S, a)
f = Segment(F, E')
g = Segment(D, E')
H = Point(xAxis)
I = (2.6927441860465127, 0.08446511627907015)
b = Vector(S, H)
J = Point(w)
c = Vector(J, S)
A = (1.596000000000001, -2.461999999999982)
B = (2.836000000000001, -2.461999999999982)