Rozwiąż równanie x³-12x²+x-12=0
x³-12x²+x-12=0x³+x-12x²-12=0x(x²+1)-12(x²+1)=0
(x-12)(x²+1)=0
x=12
x³-12x²+x-12=0
x³+x-12x²-12=0
x(x²+1)-12(x²+1)=0
x-12=0 i x²+1=0
x=12 x²=-1 (nie możliwe)
odp. x=12
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x³-12x²+x-12=0
x³+x-12x²-12=0
x(x²+1)-12(x²+1)=0
(x-12)(x²+1)=0
x=12
x³-12x²+x-12=0
x³+x-12x²-12=0
x(x²+1)-12(x²+1)=0
(x-12)(x²+1)=0
x-12=0 i x²+1=0
x=12 x²=-1 (nie możliwe)
odp. x=12