Déterminer le nombre de
sommets, de faces et
d'arêtes de ce solide.

valider

valider

valider

S =

F =

A =

a: 2
d: ((1 + (2 * sqrt(2))) * a / 2)
c: ((1 + sqrt(2)) * a / 2)
b: a / 2
sommets: 24
faces: 14
aretes: 36
rep1: 0
rep2: 0
rep3: 0
ChampTexte1 = Textfield(rep1)
ChampTexte2 = Textfield(rep2)
ChampTexte3 = Textfield(rep3)
l2 = Sequence(Sequence[Sequence[((c * (-1)^(k)), (b * (-1)^(j)), (c * (-1)^(i))), k, 1, 2], j, 1, 2], i, 1, 2)
l3 = Sequence(Sequence[Sequence[((c * (-1)^(j)), (c * (-1)^(k)), (b * (-1)^(i))), k, 1, 2], j, 1, 2], i, 1, 2)
l1 = Sequence(Sequence[Sequence[((b * (-1)^(i)), (c * (-1)^(j)), (c * (-1)^(k))), k, 1, 2], j, 1, 2], i, 1, 2)
A = Point(l1)
B = Point(l1)
C = Point(l1)
D = Point(l1)
Q = Point(l3)
R = Point(l3)
S = Point(l3)
T = Point(l3)
W = Point(l2)
A_1 = Point(l2)
B_1 = Point(l2)
E_1 = Point(l2)
I_1 = Point(l2)
K_1 = Point(l2)
L_1 = Point(l2)
O_1 = Point(l2)
Q_1 = Point(l3)
S_1 = Point(l3)
A_2 = Point(l3)
C_2 = Point(l3)
F_2 = Point(l1)
J_2 = Point(l1)
K_2 = Point(l1)
L_2 = Point(l1)
poly1, d_1, w, b_1, a_1, b_2, i_1, l_1, c_1 = Polygon(D, W, B_1, A, B, I_1, L_1, C)
t1, a_2, f, q = Polygon(B_1, Q, A)
t2, t, d_2, w_1 = Polygon(D, W, T)
t3, f_2, g, e_1 = Polygon(A_2, E_1, F_2)
t4, l_2, s_1, h = Polygon(S_1, A_1, L_2)
t5, o_1, q_1, j_2 = Polygon(Q_1, J_2, O_1)
t6, k_1, c_2, k_2 = Polygon(C_2, K_2, K_1)
poly2, i, r, j, k, l, m, s, n = Polygon(I_1, R, C_2, K_1, O_1, Q_1, S, L_1)
t7, s_2, c_3, p = Polygon(C, L_1, S)
t8, b_3, e, r_1 = Polygon(I_1, R, B)
poly3, a_3, q_2, f_1, g_1, h_1, j_1, r_2, b_4 = Polygon(A, Q, A_2, F_2, K_2, C_2, R, B)
poly4, w_2, t_1, m_1, n_1, p_1, g_2, q_3, h_2 = Polygon(W, T, S_1, A_1, E_1, A_2, Q, B_1)
poly5, c_4, s_3, i_2, m_2, n_2, p_2, t_2, d_3 = Polygon(C, S, Q_1, J_2, L_2, S_1, T, D)
poly6, e_2, f_3, g_3, h_3, i_3, j_3, k_3, l_3 = Polygon(J_2, O_1, K_1, K_2, F_2, E_1, A_1, L_2)