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

valider

valider

valider

S =

F =

A =

a = 2
b: a / sqrt(2)
A: (b, (2 * b), 0)
B: (b, (-2 * b), 0)
C: ((-b), (2 * b), 0)
D: ((-b), (-2 * b), 0)
E: (0, b, (2 * b))
F: (0, b, (-2 * b))
G: (0, (-b), (2 * b))
H: (0, (-b), (-2 * b))
I: (b, 0, (2 * b))
J: (b, 0, (-2 * b))
K: ((-b), 0, (2 * b))
L: ((-b), 0, (-2 * b))
N: ((2 * b), 0, (-b))
O: ((-2 * b), 0, b)
P: ((-2 * b), 0, (-b))
Q: ((2 * b), b, 0)
R: ((2 * b), (-b), 0)
S: ((-2 * b), b, 0)
T: ((-2 * b), (-b), 0)
U: (0, (2 * b), b)
V: (0, (2 * b), (-b))
W: (0, (-2 * b), b)
Z: (0, (-2 * b), (-b))
M: ((2 * b), 0, b)
poly1, e, k, g, i = Polygon(E, K, G, I)
poly2, o, t, p, s = Polygon(O, T, P, S)
poly3, u, c, v, a_1 = Polygon(U, C, V, A)
poly4, m, q, n, r = Polygon(M, Q, N, R)
poly5, w, b_1, z_1, d = Polygon(W, B, Z, D)
poly6, l, h, j, f = Polygon(L, H, J, F)
poly7, d_1, t_1, p_1, l_1, h_1, z_2 = Polygon(D, T, P, L, H, Z)
poly8, d_2, w_1, g_1, k_1, o_1, t_2 = Polygon(D, W, G, K, O, T)
poly9, c_1, s_1, o_2, k_2, e_1, u_1 = Polygon(C, S, O, K, E, U)
poly10, c_2, s_2, p_2, l_2, f_1, v_1 = Polygon(C, S, P, L, F, V)
poly11, q_1, a_2, u_2, e_2, i_1, m_1 = Polygon(Q, A, U, E, I, M)
poly12, i_2, g_2, w_2, b_2, r_1, m_2 = Polygon(I, G, W, B, R, M)
poly13, n_1, j_1, h_2, z_3, b_3, r_2 = Polygon(N, J, H, Z, B, R)
poly14, a_3, q_2, n_2, j_2, f_2, v_2 = Polygon(A, Q, N, J, F, V)
sommets: 24
faces: 14
aretes: 36
rep1: 0
rep2: 0
rep3: 0
ChampTexte1 = Textfield(rep1)
ChampTexte2 = Textfield(rep2)
ChampTexte3 = Textfield(rep3)