f streng monoton fallend

f'(x) < 0

f streng monoton steigend

f'(x) > 0

f positiv gekrümmt

f negativ gekrümmt

f''(x) > 0

f''(x) < 0

f(x) = (x - 1.0) * (x + 1.0) * (x + 4.0) * (x - 3.0) / 12.0
f'(x) = f'(x)
f''(x) = f''(x)
A, B, C = Intersect(f', xAxis)
D, E, F = Intersect(f'', xAxis)
g = Function(f(x), -6.0, x(A))
h = Function(f'(x), -6.0, x(A))
a = false
p = Function(f(x), x(B), x(C))
q = Function(f'(x), x(B), x(C))
b = false
r = Function(f(x), x(A), x(B))
s = Function(f'(x), x(A), x(B))
t = Function(f(x), x(C), 6.0)
f_1 = Function(f'(x), x(C), 6.0)
c = false
g_1 = Function(f(x), -6.0, x(D))
h_1 = Function(f''(x), -6.0, x(D))
p_1 = Function(f(x), x(E), 6.0)
q_1 = Function(f''(x), x(E), 6.0)
d = false
r_1 = Function(f(x), x(D), x(E))
s_1 = Function(f''(x), x(D), x(E))