x³-x²-3x+6=0
x³+4x²-9x-36=0
x³-2x²-8x=0
x³+5x²+6x=0
(x³-x²) + (-3x+6) =0
x²(x-1) -3(x-1) =0
(x²-3)(x-1) =0
x²-3=0 lub x-1 = 0
x=√3
x=-√3
x=1
(x³+4x²)+(-9x-36)=0
(x²-9)(x+4)=0
x=3
x=-3
x=-4
x(x²-2x-8)=0
Δ=36
√Δ=6
x1=-2
x2=4
Odp.
x=0
x=-2
x=4
x(x²+5x+6)=0
Δ=1
√Δ=1
x1= -3
x2=-2
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x³-x²-3x+6=0
(x³-x²) + (-3x+6) =0
x²(x-1) -3(x-1) =0
(x²-3)(x-1) =0
x²-3=0 lub x-1 = 0
x=√3
x=-√3
x=1
x³+4x²-9x-36=0
(x³+4x²)+(-9x-36)=0
(x²-9)(x+4)=0
x=3
x=-3
x=-4
x³-2x²-8x=0
x(x²-2x-8)=0
Δ=36
√Δ=6
x1=-2
x2=4
Odp.
x=0
x=-2
x=4
x³+5x²+6x=0
x(x²+5x+6)=0
Δ=1
√Δ=1
x1= -3
x2=-2
Odp.
x=0
x=-3
x=-2