Quader

rechnen

großes U

kleines u

priori

posteriori

Indiz auswählen

Indiz

go

L_3: {0.3333333333333334}
Alternative_3: D1:D1
L_2: {0.3333333333333333}
Alternative_2: C1:C1
L_1: {0.3333333333333333}
Alternative_1: B1:B1
B9: 1 / 3
priori: B9:D9
k: 1
i: 0
N = Sequence(k)
L_5: (N, L_2)
L_6: (N, L_3)
g = PolyLine(L_5)
h = PolyLine(L_6)
Indizien: A2:A7
Indiz = SelectedElement(Indizien)
a_1 = Element(priori, 1)
a_2 = Element(priori, 2)
a_3: 1 - a_1 - a_2
L_4: (N, L_1)
f = PolyLine(L_4)
L_7: {"-"}
Z_1 = Join({{"Nr."}, N})
Z_2 = Join({{"Indiz"}, L_7})
Z_3 = Join({Alternative_1, L_1})
Z_5 = Join({Alternative_3, L_3})
Z_4 = Join({Alternative_2, L_2})
Text1 = TableText({Z_1, Z_2, Z_3, Z_4, Z_5}, "|_")
A2: 1
A3: 2
A4: 3
A5: 4
A6: 5
A7: 6
C2: 0.05
C3: 0.2
C4: 0.16
C5: 0.34
C6: 0.2
C7: 0.05
D2: 0.1
D3: 0.08
D4: 0.22
D5: 0.42
D6: 0.08
D7: 0.1
B2: 0.12
B3: 0.06
B4: 0.32
B5: 0.32
B6: 0.06
B7: 0.12
M_1: {{B2, C2, D2}, {B3, C3, D3}, {B4, C4, D4}, {B5, C5, D5}, {B6, C6, D6}, {B7, C7, D7}}
C9: 1 / 3
B11 = Element(L_1, k)
C11: L_2(k)
D11: L_3(k)
legende1: B1
Pos1: (k, L_1(k))
Pos2: (k, L_2(k))
legende2: C1
legende3: D1
Pos3: (k, L_3(k))
C8 = Sum(C2:C7)
D8 = Sum(D2:D7)
B8 = Sum(B2:B7)
D9: 1 / 3