$x$

$y'(x)=$

Richtungsfeld

Lösung anzeigen

f'(x, y) = ((-x) * y)
P = (1, 1)
f_i: f'(P)
richtungsfeld = SlopeField(f')
Eingabefeld1 = Textfield(f')
dx: 0.15 / sqrt(1 + f_i^(2))
S = Segment(P - (dx, (dx * f_i)), P + (dx, (dx * f_i)))
showField = false
showFunction = false
f_2 = SolveODE(f', x(P), y(P), x(Corner[2]), 0.01)
f_1 = SolveODE(f', x(P), y(P), x(Corner[1]), 0.01)
textValues: "\text{Bei }(x,y) =\textcolor{#0033CC}{" + (LaTeX[P]) + "}\text{: }y'=\textcolor{#0033CC}{" + (LaTeX[f_i]) + "}"