g

f

h

Tangente an Graph f

Tangente an Graph g

Tangente an Graph h

f(x)

g(x)

h(x)

g(x) = If[-2 ≤ x ≤ 0, (-1 / 2 * x^(2)) + x + 4]
f(x) = If[0 ≤ x ≤ 2, (-1 / 2 * x^(2)) - x + 4]
a: (g'(0) * f'(0))
m: f'(1)
y2: f(1)
h(x) = If[-1 ≤ x ≤ 1, (-x^(2)) + 3.5]
g1(x) = (-0.5 * x^(2)) + x + 4
f1(x) = (-0.5 * x^(2)) - x + 4
h1(x) = (-x^(2)) + 3.5
gL: -5.8
P = Point(f1)
Q = Point(g1)
R = Point(h1)
tf = Tangent(P, f1)
tg = Tangent(Q, g1)
th = Tangent(R, h1)
b = false
c = false
d = false
gU: -1
Text1: "f(x) = " + (LaTeX[f1]) + ""
Text2: "g(x) = " + (LaTeX[g1]) + ""
Text3: "h(x) = " + (LaTeX[h1]) + ""
e = true
i = false
j = true