 Obsahy

S_1=5 . 13 = 65

S=8.8 = 64

S_2=\frac{1}{2}10 . 13 = 65

Útvary v druhej a tretej zostave môžete presúvať.

K = (0, 13)
p_1 = Circle(K, 5)
A: (0, 8)
B = Point(Circle[A, 8])
f = Segment(A, B)
g = OrthogonalLine(A, f)
c = Circle(A, 3)
C = Intersect(c, g, 2)
h = Segment(A, C)
i = Segment(C, B)
D: (5, 5)
E: (5, 13)
j = Segment(D, E)
k = OrthogonalLine(D, j)
d = Circle(D, 3)
F = Intersect(d, k, 2)
l = Segment(D, F)
m = Segment(F, E)
G = (0, 0)
H = Point(Circle[G, 5])
n = Segment(G, H)
p = OrthogonalLine(H, n)
e = Circle(H, G)
I = Intersect(e, p, 2)
q = OrthogonalLine(I, p)
r = Circle(I, 3)
J = Intersect(r, q, 2)
s = Segment(H, I)
t = Segment(I, J)
a = Segment(J, G)
t1, d_1, e_1, f_1 = Polygon(E, F, D)
t2, a_1, b, c_1 = Polygon(B, C, A)
q1, g_1, h_1, i_1, j_1 = Polygon(G, H, I, J)
D_{1} = (8, 5)
E_{1} = Point(Circle[D_{1}, 8])
j_{2} = Segment(D_{1}, E_{1})
k_{3} = OrthogonalLine(D_{1}, j_{2})
d_{3} = Circle(D_{1}, 3)
F_{1} = Intersect(d_{3}, k_{3}, 2)
l_{3} = Segment(D_{1}, F_{1})
m_{3} = Segment(F_{1}, E_{1})
t1_{1}, d_{2}, e_{2}, f_{2} = Polygon(E_{1}, F_{1}, D_{1})
G_{1} = (11, 0)
H_{1} = Point(Circle[G_{1}, 5])
n_{2} = Segment(G_{1}, H_{1})
p_{2} = OrthogonalLine(H_{1}, n_{2})
e_{3} = Circle(H_{1}, G_{1})
I_{1} = Intersect(e_{3}, p_{2}, 2)
q_{2} = OrthogonalLine(I_{1}, p_{2})
r_1 = Circle(I_{1}, 3)
J_{1} = Intersect(r_1, q_{2}, 2)
s_{1} = Segment(H_{1}, I_{1})
t_{1} = Segment(I_{1}, J_{1})
a_{2} = Segment(J_{1}, G_{1})
q1_{1}, g_{2}, h_{2}, i_{2}, j_{3} = Polygon(G_{1}, H_{1}, I_{1}, J_{1})
K_{1} = (8, 5)
p_{3} = Circle(K_{1}, 5)
L_{1} = Point(Circle[K_{1}, 5])
k_{5} = Segment(K_{1}, L_{1})
l_{5} = OrthogonalLine(K_{1}, k_{5})
O_{1} = Intersect(p_{3}, l_{5}, 1)
M_{1}: O_{1}
q_{3} = Circle(M_{1}, 3)
m_{5} = OrthogonalLine(M_{1}, l_{5})
N_{1} = Intersect(q_{3}, m_{5}, 1)
q2_{1}, k_{4}, l_{4}, n_{3}, m_{4} = Polygon(K_{1}, L_{1}, N_{1}, M_{1})
A_{1} = (16, 8)
B_{1} = Point(Circle[A_{1}, 8])
f_{3} = Segment(A_{1}, B_{1})
g_{3} = OrthogonalLine(A_{1}, f_{3})
c_{3} = Circle(A_{1}, 3)
C_{1} = Intersect(c_{3}, g_{3}, 2)
h_{3} = Segment(A_{1}, C_{1})
i_{3} = Segment(C_{1}, B_{1})
t2_{1}, a_{3}, b_{1}, c_{2} = Polygon(B_{1}, C_{1}, A_{1})
A_{2} = (25, 5)
B_{2} = Point(Circle[A_{2}, 8])
f_{4} = Segment(A_{2}, B_{2})
g_{4} = OrthogonalLine(A_{2}, f_{4})
c_{5} = Circle(A_{2}, 3)
C_{2} = Intersect(c_{5}, g_{4}, 2)
h_{4} = Segment(A_{2}, C_{2})
i_{4} = Segment(C_{2}, B_{2})
t2_{2}, a_{4}, b_{2}, c_{4} = Polygon(B_{2}, C_{2}, A_{2})
D_{2} = (25, 5)
E_{2} = Point(Circle[D_{2}, 8])
j_{4} = Segment(D_{2}, E_{2})
k_{6} = OrthogonalLine(D_{2}, j_{4})
d_{5} = Circle(D_{2}, 3)
F_{2} = Intersect(d_{5}, k_{6}, 2)
l_{6} = Segment(D_{2}, F_{2})
m_{6} = Segment(F_{2}, E_{2})
t1_{2}, d_{4}, e_{4}, f_{5} = Polygon(E_{2}, F_{2}, D_{2})
G_{2} = (20, 0)
H_{2} = Point(Circle[G_{2}, 5])
n_{4} = Segment(G_{2}, H_{2})
p_{4} = OrthogonalLine(H_{2}, n_{4})
e_{5} = Circle(H_{2}, G_{2})
I_{2} = Intersect(e_{5}, p_{4}, 2)
q_{4} = OrthogonalLine(I_{2}, p_{4})
r_{2} = Circle(I_{2}, 3)
J_{2} = Intersect(r_{2}, q_{4}, 2)
s_{2} = Segment(H_{2}, I_{2})
t_{2} = Segment(I_{2}, J_{2})
a_{5} = Segment(J_{2}, G_{2})
q1_{2}, g_{5}, h_{5}, i_{5}, j_{5} = Polygon(G_{2}, H_{2}, I_{2}, J_{2})
r_3 = OrthogonalLine(H_{2}, xAxis)
P = Mirror(E_{2}, r_3)
Q = Mirror(F_{2}, r_3)
T = Mirror(D_{2}, r_3)
U = Mirror(B_{2}, r_3)
V = Mirror(C_{2}, r_3)
W = Mirror(A_{2}, r_3)
t3, w, u, v = Polygon(U, V, W)
Z = Mirror(G_{2}, r_3)
P_1 = Mirror(H_{2}, r_3)
Q_1 = Mirror(I_{2}, r_3)
R_1 = Mirror(J_{2}, r_3)
q3, z_1, s_3, t_3, r_{4} = Polygon(Z, P_1, Q_1, R_1)
b_3 = OrthogonalLine(A, yAxis)
s_4 = Line(E, B)
R = Intersect(b_3, s_4)
q4, k_7, e_6, r_5, a_6 = Polygon(K, E, R, A)
t_4 = OrthogonalLine(D, yAxis)
b_4 = OrthogonalLine(H, xAxis)
S = Intersect(s_4, t_4)
q5, b_5, h_6, d_6, s_5 = Polygon(B, H, D, S)
t4, e_7, s_6, d_7 = Polygon(S, D, E)
t5, a_7, b_6, r_6 = Polygon(B, R, A)
n_5 = OrthogonalLine(E, yAxis)
L = (13.5, -2.5)
M = (11.5, -1)
u_1 = Vector(L, M)
N = (22.5, -2.5)
O = (24.5, -1)
v_1 = Vector(N, O)