Author: A. Nussbaumer
Date: 24 Februar 2013

μ + σ

σ = Point(xAxis)
μ = Point(xAxis)
m: x(μ)
s: x(σ) - x(μ)
f(x) = (1 / ((s * sqrt((2 * 3.141592653589793)))) * exp(((-1 * 0.5) * ((x - m) / s)^(2))))
C = Intersect(f, xAxis, (-107.13094335869356, 0))
D = Point(xAxis)
E = Point(xAxis)
a = Integral(f, x(D), x(E))
b = OrthogonalLine(σ, xAxis)
W = Intersect(f, b, (2.468705100830427, 0.5302252407221613))
t_W = Tangent(W, f)
d = OrthogonalLine(μ, xAxis)
u = Vector(σ, W)
Text1: "μ = " + (x(μ))
Text2: "σ = " + (x(σ) - x(μ))
c = Integral(f, x(μ) - (5 * (x(σ) - x(μ))), x(μ) + (5 * (x(σ) - x(μ))))