Δt=%v

f(x)=

x(0)

x(t_0)=

↑

↓

+

-

$ \frac{\text{d}x}{\text{d} t}= $

Δt=

t_{f}=

t_0=

details

t0 = 0
a: x = t0
dt = 1
f(x) = 2 * x * (1 - x)
fiter(x) = x + dt * f(x)
x0 = 0.01
centery = 0.8277531887103993
n = 20
fvals = IterationList(fiter, x0, n)
height = 1.0737418240000005
inputBox1 = Textfield(f)
X_{0} = Point(a)
inputBox2 = Textfield(x0)
miny: centery - height
maxy: centery + height
maxn = 10000
inputBox3 = Textfield(dt)
tfinal = 20
inputBox4 = Textfield(tfinal)
inputBox5 = Textfield(t0)
text2: "$ n_{\text{iter}}=" + (LaTeX[n]) + " $"
minx: t0 - (tfinal - t0) * 0.05
maxx: tfinal + (tfinal - t0) * 0.02
text4: "$ x(" + (LaTeX[t0]) + ") $"
feest = Sequence((t0 + i * dt, Element[fvals, i + 1]), i, 0, n)
b = PolyLine(feest)
c = true