Zielfunktion anzeigen

1. Ableitung anzeigen

e_z = (0, 200)
e_y = (1, 0)
PA: 10.0 * e_y + 3.0 * e_z
e_x = (-0.4, -80)
A_1 = (0, 0)
A = Point(xAxis)
a = Segment(A_1, A)
kc: a / 5.0
V: (a, (29.7 - 2.0 * a) * (21.0 - 2.0 * a) * a)
ka: (29.7 - 2.0 * a) / 5.0
kb: (21.0 - 2.0 * a) / 5.0
S: PA + kc * e_y - kc * e_x
B: S + ka
C: S + ka * e_y - kb * e_x
D: S - kb * e_x
E: S + kc * e_z
F: B + kc * e_z
G: C + kc * e_z
H: D + kc * e_z
f(x) = (29.7 - 2.0 * x) * (21.0 - 2.0 * x) * x
b = Segment(S, B)
c = Segment(B, C)
PB: PA + 29.7 / 5.0 * e_y
PC: PA + 29.7 / 5.0 * e_y - 21.0 / 5.0 * e_x
PD: PA - 21.0 / 5.0 * e_x
Vieleck1, pa, pb, pc, pd = Polygon(PA, PB, PC, PD)
d = Segment(C, D)
e = Segment(S, D)
g = Segment(S, E)
h = Segment(B, F)
i = Segment(C, G)
j = Segment(D, H)
Vieleck2, e_1, f_1, g_1, h_1 = Polygon(E, F, G, H)
I: PA - kc * e_x
J: PA + kc * e_y
K: PB - kc * e_y
L: PB - kc * e_x
M: PC + kc * e_x
N: PC - kc * e_y
O: PD + kc * e_x
P: PD + kc * e_y
Vieleck3, pa_1, j_1, s, i_1 = Polygon(PA, J, S, I)
Vieleck4, k, pb_1, l, b_1 = Polygon(K, PB, L, B)
Vieleck5, c_1, m, pc_1, n = Polygon(C, M, PC, N)
Vieleck6, o, d_1, p, pd_1 = Polygon(O, D, P, PD)
q = Segment(A, V)
r = Tangent(V, f)
f'(x) = f'(x)
Q, R = Intersect(f', xAxis)
t = OrthogonalLine(Q, xAxis)
a_1 = OrthogonalLine(R, xAxis)
u = false
v = false