O

\vec{u}

\vec{v}

α

β

β

α

CQFD - 1ère Spé Math

I: (1, 0)
position__boule1 = -407.45 (slider from -720 to 720, step 0.05)
O: (0, 0)
c = Circle(O, I)
B_1 = Rotate(I, position__boule1°, O)
α = Angle(I, O, B_1)
position__boule2 = -104 (slider from position__boule1 + 7.5 to position__boule1 + 360 - 7.5, step 0.05)
B_2 = Rotate(I, position__boule2°, O)
β = Angle(I, O, B_2)
f_1 = Segment(B_1, O)
f_2 = Segment(B_2, O)
A: (-2.5, 0)
B: (0, -2.5)
a_3 = OrthogonalLine(A, xAxis)
b_3 = OrthogonalLine(B, yAxis)
d = OrthogonalLine(B_1, b_3)
e = OrthogonalLine(B_2, b_3)
prh_{B1} = Intersect(b_3, d)
prv_2 = Intersect(b_3, e)
f = OrthogonalLine(B_1, a_3)
g = OrthogonalLine(B_2, a_3)
prv_{B2} = Intersect(a_3, g)
prv_{B1} = Intersect(a_3, f)
C: (x(prh_{B1}) - 0.08, y(prh_{B1}))
D: (x(prh_{B1}) + 0.08, y(prh_{B1}))
E: (x(prh_{B1}), y(prh_{B1}) + 0.04)
ombh_{B1} = Ellipse(C, D, E)
F: (x(prv_2) - 0.08, y(prv_2))
G: (x(prv_2) + 0.08, y(prv_2))
H: (x(prv_2), y(prv_2) + 0.04)
ombh_{B2} = Ellipse(F, G, H)
J_1: (x(prv_{B1}), y(prv_{B1}) - 0.08)
K: (x(prv_{B1}), y(prv_{B1}) + 0.08)
L: (x(prv_{B1}) + 0.04, y(prv_{B1}))
ombv_{B1} = Ellipse(J_1, K, L)
M: (x(prv_{B2}), y(prv_{B2}) - 0.08)
N: (x(prv_{B2}), y(prv_{B2}) + 0.08)
P: (x(prv_{B2}) + 0.04, y(prv_{B2}))
ombv_{B2} = Ellipse(M, N, P)
Q: (-3, -3)
R: (-2, -2)
S: (-3, 2)
T: (-2, 3)
U: (2, -3)
V: (3, -2)
poly1, q, u, v, r = Polygon(Q, U, V, R)
poly2, q_1, r_1, t, s = Polygon(Q, R, T, S)
h = Ellipse(B - (0.03, 0), B + (0.03, 0), B + (0, 0.015))
k = Ellipse(A - (0, 0.03), A + (0, 0.03), A + (0.015, 0))
p = Circle(B_1, 0.08)
c_1 = Circle(B_2, 0.08)
W = Intersect(p, f_1)
Z = Intersect(c_1, f_2)
ff1 = Segment(W, O)
ff2 = Segment(O, Z)
Afficher__Repère = 0 (slider from 0 to 1, step 1)
w = Vector(O, I)
w' = Rotate(w, 90°, O)
J = Rotate(I, 90°, O)
a_1 = Angle(I, O, B_1)
b_1 = Angle(I, O, B_2)
b_2 = Angle(B_2, O, I)
a_2 = Angle(B_1, O, I)