C:\Users\maria sapuppo\Desktop\Pitagora\Esercizi\dimostrazioni geogebra\Geogebra\5Perigalgeogebra-export

G

C

F

A

Muovi le estremità libere 
dei vettori per posizionare 
i quadrilateri all'interno 
del quadrato costruito 
sull'ipotenusa

A = (2, 3)
B = (3, 5)
C = (7, 3)
t1, c, a, b = Polygon(A, B, C)
poli1, f, g, h, i, D, E = Polygon(B, C, 4)
poli2, j, k, l, m, F, G = Polygon(C, A, 4)
poli3, n, p, q, r, H, I = Polygon(A, B, 4)
J = Centroid(poli1)
s = Line(J, b)
t = OrthogonalLine(J, b)
K = Intersect(s, i)
L = Intersect(t, a)
M = Intersect(s, g)
N = Intersect(t, h)
q1, k_1, j_1, n_1, e = Polygon(K, J, N, E)
q2, j_2, m_1, d, n_2 = Polygon(J, M, D, N)
q3, k_2, j_3, l_1, b_1 = Polygon(K, J, L, B)
q4, j_4, m_2, c_1, l_2 = Polygon(J, M, C, L)
G_1 = (14.928087534300122, 5.164349653465512)
u = Vector(J, G_1)
K' = Translate(K, u)
J' = Translate(J, u)
N' = Translate(N, u)
E' = Translate(E, u)
q1', k', j', n', e' = Polygon(K', J', N', E')
P = (16.135624657081106, 11.282447108732743)
v = Vector(P, G_1)
K'' = Translate(K', v)
J'' = Translate(J', v)
N'' = Translate(N', v)
E'' = Translate(E', v)
q1'', k'', j'', n'', e'' = Polygon(K'', J'', N'', E'')
C_1 = (12.85230725887235, 12.004215806924238)
w = Vector(J, C_1)
K'_{1} = Translate(K, w)
J'_{1} = Translate(J, w)
L' = Translate(L, w)
B' = Translate(B, w)
q3', k'_{1}, j'_{1}, l', b' = Polygon(K'_{1}, J'_{1}, L', B')
R = (12.017477784394643, 14.835595996293002)
u_1 = Vector(R, C_1)
Q' = Translate(C_1, u_1)
v_1 = Vector(C_1, Q')
S = Translate(K'_{1}, v_1)
T = Translate(J'_{1}, v_1)
L'' = Translate(L', v_1)
B'' = Translate(B', v_1)
q3'', s_1, t_1, l'', b'' = Polygon(S, T, L'', B'')
F_1 = (-1.4739795600635774, 11.493778034278064)
w_1 = Vector(J, F_1)
J'_{2} = Translate(J, w_1)
M' = Translate(M, w_1)
D' = Translate(D, w_1)
N'_{1} = Translate(N, w_1)
q2', j'_{2}, m', d', n'_{1} = Polygon(J'_{2}, M', D', N'_{1})
V = (-3.279638919591897, 13.938519926674834)
a_1 = Vector(V, F_1)
U' = Translate(F_1, a_1)
d_1 = Vector(F_1, U')
W_{1} = Translate(J'_{2}, d_1)
M'' = Translate(M', d_1)
D'' = Translate(D', d_1)
Z_{1} = Translate(N'_{1}, d_1)
q2'', w_2, m'', d'', z_1 = Polygon(W_{1}, M'', D'', Z_{1})
U'_{1} = Translate(F_1, Vector[(0.4218738892197318, -0.374999012639762)])
A_1 = (-4.910927229214478, 8.533238952930256)
e_1 = Vector(J, A_1)
J'_{3} = Translate(J, e_1)
M'_{1} = Translate(M, e_1)
C' = Translate(C, e_1)
L'_{1} = Translate(L, e_1)
q4', j'_{3}, m'_{1}, c', l'_{1} = Polygon(J'_{3}, M'_{1}, C', L'_{1})
Z = (-6.099662013763845, 10.851231486995534)
f_1 = Vector(Z, A_1)
C_{2} = Translate(A_1, f_1)
g_1 = Vector(A_1, C_{2})
D_1 = Translate(J'_{3}, g_1)
E_1 = Translate(M'_{1}, g_1)
C'' = Translate(C', g_1)
F_{2} = Translate(L'_{1}, g_1)
q4'', h_1, i_1, c'', p_1 = Polygon(D_1, E_1, C'', F_{2})
G_{2} = Translate(A_1, Vector[(0.562498518959643, -0.32812413605979174)])
H_1 = (-4.5762285249148125, -0.07061475613752768)
q_1 = Vector(A, H_1)
poli3' = Translate(poli3, q_1)
W = (-9.150629367357334, 3.7789544252682385)
I_1 = (-5.319277447331416, 2.203810572117705)
r_1 = Vector(W, I_1)
K_1 = Translate(I_1, r_1)
u_2 = Vector(I_1, K_1)
poli3'' = Translate(poli3', u_2)