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g

B1: 57
B2: 150
B3: 188
B4: 240
B5: 349
B6: 534
B7: 639
B8: 847
B9: 1112
B10: 1139
B11: 1296
B12: 1567
B13: 2369
B14: 3062
B15: 3795
B16: 4938
B17: 8084
B18: 9360
B19: 12327
B20: 18361
B21: 21828
B22: 23129
B23: 24879
B24: 30081
B25: 33592
B26: 39355
B27: 50178
B28: 53340
B29: 58247
B30: 62435
B31: 68180
Daten: {B1, B2, B3, B4, B5, B6, B7, B8, B9, B10, B11, B12, B13, B14, B15, B16, B17, B18, B19, B20, B21, B22, B23, B24, B25, B26, B27, B28, B29, B30, B31}
n = Length(Daten)
max = Max(Daten)
L = -4 (slider from -5 to 5, step 0.1)
R: n + 4
O: (1.1 * max)
U: (-(max / 10))
DatenLn = Sequence(ln(Daten(i)), i, 1, n)
Oln: (1.1 * Max[DatenLn])
Uln: (-(Oln / 10))
Punkte = Sequence((i - 1 | Daten(i)), i, 1, n)
PunkteLn = Sequence((i - 1 | DatenLn(i)), i, 1, n)
A = (0.9532846715328464, 4.90629537055239)
B = (20, 10)
j = Line(A, B)
m = Slope(j)
a = 221 (slider from 1 to 500, step 1)
k = 0.7 (slider from -5 to 5, step 0.01)
h(x) = (m * (x - x(A))) + y(A)
g(x) = ℯ^(h(x))
c: g(0)
f(x) = (a * ℯ^((k * x)))
C2: B2 / B1
Text1: "g(x) = " + (LaTeX[a]) + " \cdot e^{" + (LaTeX[k]) + "\cdot x}"
C3: B3 / B2
C4: B4 / B3
C5: B5 / B4
C6: B6 / B5
C7: B7 / B6
C8: B8 / B7
C9: B9 / B8
C10: B10 / B9
C11: B11 / B10
C12: B12 / B11
C13: B13 / B12
C14: B14 / B13
C15: B15 / B14
C16: B16 / B15
C17: B17 / B16
C18: B18 / B17
C19: B19 / B18
C20: B20 / B19
C21: B21 / B20
C22: B22 / B21
C23: B23 / B22
C24: B24 / B23
C25: B25 / B24
C26: B26 / B25
C27: B27 / B26
C28: B28 / B27
C29: B29 / B28
C30: B30 / B29
C31: B31 / B30