y

x

y

x

y

x

Funktion 1

Funktion 2

Funktion 3

m = 9 und b = -2

m = 0,5 und b = 0

m = -5 und b = 20

f(x) = (-5 * x) + 20
A2:-2
A3:-1
A4:0
A5:1
A6:2
B2: f(A2)
B3: f(A3)
B4: f(A4)
B5: f(A5)
B6: f(A6)
a(x) = (9 * x) - 2
D2:-2
D3:-1
D4:0
D5:1
D6:2
G2:-2
G3:-1
G4:0
G5:1
G6:2
E2: a(D2)
E3: a(D3)
E4: a(D4)
E5: a(D5)
E6: a(D6)
b(x) = (0.5 * x)
H2: b(G2)
H3: b(G3)
H4: b(G4)
H5: b(G5)
H6: b(G6)
A = (0, 0)
B:(8, 0)
C = (14, 0)
D = (22, 0)
E = (28, 0)
F = (36, 0)
G = (28.747357155494953, -0.6454151556654029)
H = (28.747357155494953, -2.645415155665403)
I = (35.74735715549494, -2.645415155665403)
J = (35.74735715549494, -0.6454151556654029)
Vieleck1, g, h, i, j = Polygon(G, H, I, J)
G_1 = (14.560517866621215, -0.6921249778838368)
H_1 = (14.560517866621215, -2.6921249778838368)
I_1 = (21.560517866621215, -2.6921249778838368)
J_1 = (21.560517866621215, -0.6921249778838368)
Vieleck1_1, g_1, h_1, i_1, j_1 = Polygon(G_1, H_1, I_1, J_1)
G_2 = (0.5350773579100077, -0.7150612992490224)
H_2 = (0.5350773579100077, -2.7150612992490215)
I_2 = (7.5350773579100085, -2.7150612992490215)
J_2 = (7.5350773579100085, -0.7150612992490224)
Vieleck1_2, g_2, h_2, i_2, j_2 = Polygon(G_2, H_2, I_2, J_2)