Rozłóż na czynniki wielomiany metodą grupowania wyrazów:
a)W(x)=-9x3-18x2+x+2
b)W(x)=-3x3-4x2+12x+16
c)W(x)=20x3+12x2-45x-27
d)W(x)=3x3-6x2+4x-8
e)W(x)=5x3-4x2-5x+4
f)W(x)=18x3+9x2-18x-9
Prosze pomóżcie...
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a)
b)
c)
d)
e)
f)