Alter

Verheiratet

Anteil verheiratet innerhalb von Kohorte

f(Alter)

=Fläche(Vieleck)

E3+E4

C8_{1}: 0.683662159
C9_{1}: 0.570504313
A3: 0.10
B3: 0
C3: 0
A4: 0.20
B4: 6561
C4: 0.00789117600000002
A5: 0.30
B5: 297592
C5: 0.285484324
A6: 0.40
B6: 586981
C6: 0.552414752000002
A7: 0.50
B7: 704478
C7: 0.620297435000002
A8: 0.60
B8: 870136
C8: 0.669065700000002
A9: 0.70
B9: 624215
C9: 0.683662159000002
A10: 0.80
B10: 438869
C10: 0.570504313000002
A2: 0
B2: 0
C2: 0
A: (A2, C2)
B: (A3, C3)
C: (A4, C4)
D: (A5, C5)
E: (A6, C6)
F: (A7, C7)
G: (A8, C8)
H: (A9, C9)
I: (A10, C10)
l1: {A, B, C, D, E, F, G, H, I}
J = Point(yAxis)
K = (0.5782087971867599, 0.5694288422318937)
f = Line(J, K)
D2: f(A2)
D3: f(A3)
D4: f(A4)
D5: f(A5)
D6: f(A6)
D7: f(A7)
D8: f(A8)
D9: f(A9)
D10: f(A10)
L: (A2, D2)
M: (A3, D3)
N: (A4, D4)
O: (A5, D5)
P: (A6, D6)
Q: (A7, D7)
R: (A8, D8)
S: (A9, D9)
T: (A10, D10)
l2: {L, M, N, O, P, Q, R, S, T}
Vieleck1, g, h, i, j, U, V = Polygon(T, I, 4)
Vieleck2, k, l, m, n, W, Z = Polygon(H, S, 4)
Vieleck3, p, q, r, s, A_1, B_1 = Polygon(G, R, 4)
Vieleck4, t, a, b, c, C_1, D_1 = Polygon(F, Q, 4)
Vieleck5, d, e, f_1, g_1, E_1, F_1 = Polygon(E, P, 4)
Vieleck6, h_1, i_1, j_1, k_1, G_1, H_1 = Polygon(O, D, 4)
Vieleck7, l_1, m_1, n_1, p_1, I_1, J_1 = Polygon(N, C, 4)
Vieleck8, q_1, r_1, s_1, t_1, K_1, L_1 = Polygon(M, B, 4)
Vieleck9, a_1, b_1, c_1, d_1, M_1, N_1 = Polygon(J, A, 4)
E2_{1} = Area(Vieleck1)
E3_{1} = Area(Vieleck2)
E4_{1} = Area(Vieleck3)
E5_{1} = Area(Vieleck4)
E6_{1} = Area(Vieleck5)
E6 = Area(Vieleck5)
E7_{1} = Area(Vieleck6)
E8_{1} = Area(Vieleck7)
E9_{1} = Area(Vieleck8)
E10_{1} = Area(Vieleck9)
E2_{2} = Area(Vieleck9)
E4_{2} = Area(Vieleck7)
E4 = Area(Vieleck7)
E5_{2} = Area(Vieleck6)
E5 = Area(Vieleck6)
E7_{2} = Area(Vieleck4)
E7 = Area(Vieleck4)
E8_{2} = Area(Vieleck3)
E8 = Area(Vieleck3)
E9_{2} = Area(Vieleck2)
E9 = Area(Vieleck2)
E10_{2} = Area(Vieleck1)
E10 = Area(Vieleck1)
E3_{2} = Area(Vieleck8)
E3 = Area(Vieleck8)
E2 = Area(Vieleck9)
E12_{2}: E2 + E3
E12_{3}: E2 + E3 + E4 + E5 + E6 + E7 + E8 + E9 + E10
E12: E2 + E3 + E4 + E5 + E6 + E7 + E8 + E9 + E10
Text2: "" + f + "

Summe der Quadrate ≈ " + E12 + ""
ResidualPlot({(0, 0), (0.1, 0), (0.2, 0.00789117600000002), (0.3, 0.285484324), (0.4, 0.552414752000002), (0.5, 0.620297435000002), (0.6, 0.669065700000002), (0.7, 0.683662159000002), (0.8, 0.570504313000002)}, FitPoly[{(0, 0), (0.1, 0), (0.2, 0.00789117600000002), (0.3, 0.285484324), (0.4, 0.552414752000002), (0.5, 0.620297435000002), (0.6, 0.669065700000002), (0.7, 0.683662159000002), (0.8, 0.570504313000002)}, 1])