f(x)=t (x+2)(x-a)^3(x-3)^2

Qualitativer Graph Nullstellen

Verhalten in der Nähe der Nullstellen

x_0=-2

x_0=a

x_0=3

y=t (x+2)(-2)^3 (-2-3)^2=-200 t (x+2)

bei x=-2

y=t (0+2)x^3(0-3)^2=18 tx^3 

bei x=0

y=t(3+2)3^3(x-3)^2=135 t (x-3)^2

bei x=3

Genauerer Verlauf

Felderabstreichen 1

Felderabstreichen 2

Wahrer Graph

Nullstellen

Nulldurchgänge

Grad? Verlauf?

bei x=3

Felder

weiter

Jetzt erst das Resumé 
in der Präsentation ansehen!

t = 0.1 (slider from -5 to 5)
a = 0
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f(x) = (((t * (x + 2)) * (x - a)^(3)) * (x - 3)^(2))
c = false
d = false
e = false
i = false
j = false
k = true
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