abgeschnittenes Dreieck anzeigen

Höhe anzeigen

Ziehe hier, um das Dreieck zu verschieben

A = (-2, 4)
B = (0, 4)
C = (0, 1)
D = (-2, 1)
a = Line(A, B)
E = (0, 1)
b = Line(D, C)
F = Point(a)
G = Point(a)
H = Point(b)
I = Point(b)
poly1, f, h_2, i, g = Polygon(F, H, I, G)
c = OrthogonalLine(H, i)
J = Intersect(i, c)
α = Angle(J, H, F)
K = (4, 1.0000000000000009)
L = (5.999999999999992, 1.0000000000000009)
d = Line(L, i)
e = Circle(I, J)
k = Circle(L, Distance[I, J])
M, N = Intersect(k, d)
poly2, n, k_1, l = Polygon(K, L, N)
O = Point(b)
P = Point(a)
Q = Point(poly2)
poly3, f_1, h, j, g_1 = Polygon(F, H, J, G)
m = 0 (slider from 0 to 3.6055, step 0.1)
abstandPO = Distance(P, O)
TextPO: "\overline{" + (Name[P]) + (Name[O]) + "} \, = \, " + abstandPO
R = (9, -2)
S = (12, -3)
T = (10, 0)
u = Vector(S, T)
U = (3.98, -1.84)
V = Point(Circle[S, m])
p = Segment(S, V)
W = (4.48, -1.42)
β = Angle(V, S, T)
S' = Rotate(S, 123.69°, S)
V' = Rotate(V, 123.69°, S)
v = Vector(S, V')
K' = Translate(K, v)
L' = Translate(L, v)
N' = Translate(N, v)
poly2', n', k', l' = Polygon(K', L', N')
o = true
q = false