År

h(x)

H(x)

f(x)

F(x)

B3 = 1930
B4 = 1940
B5: (2 * B4) - B3
B6: (2 * B5) - B4
B7: (2 * B6) - B5
B8: (2 * B7) - B6
B9: (2 * B8) - B7
B10: (2 * B9) - B8
B11: (2 * B10) - B9
C3 = 8
C4 = 6
C5 = 4
C6 = 12
C7 = 8
C8 = 9
C9 = 11
C10 = 7
C11 = 5
C12 = Sum(C3:C11)
D3 = Sum(C$3:C3)
D4 = Sum(C$3:C4)
D5 = Sum(C$3:C5)
D6 = Sum(C$3:C6)
D7 = Sum(C$3:C7)
D8 = Sum(C$3:C8)
D9 = Sum(C$3:C9)
D10 = Sum(C$3:C10)
D11 = Sum(C$3:C11)
E3: C3 / C$12
E4: C4 / C$12
E5: C5 / C$12
E6: C6 / C$12
E7: C7 / C$12
E8: C8 / C$12
E9: C9 / C$12
E10: C10 / C$12
E11: C11 / C$12
F3 = Sum(E$3:E3)
F4 = Sum(E$3:E4)
F5 = Sum(E$3:E5)
F6 = Sum(E$3:E6)
F7 = Sum(E$3:E7)
F8 = Sum(E$3:E8)
F10 = Sum(E$3:E10)
F11 = Sum(E$3:E11)
F9_1: (Sum[E$3:E9] * B3)
F9 = Sum(E$3:E9)
A: (B3, F3)
B: (B4, F4)
C: (B5, F5)
D: (B6, F6)
E: (B7, F7)
F: (B8, F8)
G: (B9, F9)
H: (B10, F10)
I: (B11, F11)
a = PolyLine({A, B, C, D, E, F, G, H, I})
E12 = Sum(E3:E11)