Integration der Umkehrfunktion-ln
Author: Prof. Dr. Dörte Haftendorn

Ha 2010

e = 2.718281828459045
g(x) = log(x)
h(x) = x
a = 2.5
b = 7
int = Integral(g(x), a, b)
f(x) = exp(x)
g_1(x) = g(b)
g_2(x) = g(a)
d = Integral(g_1, g, a, b)
j = Integral(f(x), g(a), g(b))
h_1(x) = a
i = Integral(f, h_1, g(a), g(b))
A: (a, 0.0)
B: (b, 0.0)
A': (g(a), 0.0)
B': (g(b), 0.0)
a' = Segment(A, (a, g(a)))
k = Segment(A, (a, a))
a_1 = Segment(A', (g(a), a))
b' = Segment(B, (b, g(b)))