-x²+4x < 0 |·(-1)
x²-4x > 0
x(x-4) > 0
x=0 ∨ x-4=0
x=0 ∨ x=4
x∈(-∞,0)∪(4,∞)
2x²-x-6 ≥ 0
Δ=(-1)²-4·2·(-6)=1+48=49 , √Δ=√49=7
x1=(1-7)/4
x1=-6/4
x1=-3/2
x2=(1+7)/4
x2=8/4
x2=2
x∈(-∞,-3/2>∪<2,∞)
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-x²+4x < 0 |·(-1)
x²-4x > 0
x(x-4) > 0
x=0 ∨ x-4=0
x=0 ∨ x=4
x∈(-∞,0)∪(4,∞)
2x²-x-6 ≥ 0
Δ=(-1)²-4·2·(-6)=1+48=49 , √Δ=√49=7
x1=(1-7)/4
x1=-6/4
x1=-3/2
x2=(1+7)/4
x2=8/4
x2=2
x∈(-∞,-3/2>∪<2,∞)