x

g(x)

a = 4.5 (slider from 0 to 20, step 0.1)
c: a + 2
N: (0.05 + a, -1.1)
M: (50 + a, -0.47)
L: (50 + a, -1.1)
g(x) = x + 2
G: (-2, c + 50)
I: (-0.475, 0.05 + c)
J: (-0.475, 50 + c)
H: (-2, 0.05 + c)
Vieleck1, g_1, h, i, j = Polygon(G, H, I, J)
K: (0.05 + a, -0.47)
Vieleck2, c_1, d, e, k = Polygon(K, N, L, M)
A = (-2, 1)
B = (-0.9, 1)
E = (-2, 2)
F = (-0.9, 2)
Q = (-2, 0.1)
R = (-0.9, 0.1)
S = (-2, 3)
T = (-0.9, 3)
U = (-2, 4)
V = (-0.9, 4)
W = (-2, 5)
Z = (-0.9, 5)
A_1 = (-2, 6)
B_1 = (-0.9, 6)
C_1 = (-2, 7)
D_1 = (-0.9, 7)
E_1 = (-2, 8)
F_1 = (-0.9, 8)
G_1 = (-2, 9)
H_1 = (-0.9, 9)
I_1 = (-2, 10)
J_1 = (-0.9, 10)
K_1: (0 + a, 0.25)
O: (-2 + a, 0)
P: (2 + a, 0)
C = (0.05, -1)
D = (0.95, -1)
L_1 = (1.05, -1)
M_1 = (1.95, -1)
N_1 = (2.05, -1)
O_1 = (2.95, -1)
P_1 = (3.05, -1)
Q_1 = (3.95, -1)
R_1 = (4.05, -1)
S_1 = (4.95, -1)
T_1 = (5.05, -1)
U_1 = (5.95, -1)
V_1 = (6.05, -1)
W_1 = (6.95, -1)
Z_1 = (7.05, -1)
A_2 = (7.95, -1)
B_2 = (8.05, -1)
C_2 = (8.95, -1)
D_2 = (9.05, -1)
E_2 = (9.95, -1)
A2 = 0
B2 = 2
A3 = 1
B3 = 3
A4 = 2
B4 = 4
A5 = 3
B5 = 5
A6 = 4
B6 = 6
A7 = 5
B7 = 7
A8 = 6
A9 = 7
A10 = 8
A11 = 9
A12 = 10
B8: g(A8)
B9: g(A9)
B10: g(A10)
B11: g(A11)
B12: g(A12)