-x^2 + 2x + 4 > 0
delta = 4 + 4*4*1 = 20
pierwastek(delta) = 2 * pierwastek(5)
x1 = (-2-(2 * pierwastek(5)))/-2 = 1 + pierwastek(5)
x2 = (-2+(2 * pierwastek(5)))/-2 = 1 - pierwastek(5)
parobola w gore zatem
x = (1 - pierwastek(5), 1 + pierwastek(5))
3x^2 - 2x - 1 >= 0
delta = 4 + 4 *3*1 = 16
pierwastek(delta) = 4
x1 = (2-4)/6 = -2/6 = -1/3
x1 = (2+4)/6 = 1
x = (-∞, -1/3] U [1,∞)
x^2 -x - 6 >= 0
delta = 1 +4*6*1 = 25
pierwastek(delta) = 5
x1 = (1-5)/2 = -2
x2 = (1+5)2 = 3
x = (-∞, -2] U [3,∞)
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-x^2 + 2x + 4 > 0
delta = 4 + 4*4*1 = 20
pierwastek(delta) = 2 * pierwastek(5)
x1 = (-2-(2 * pierwastek(5)))/-2 = 1 + pierwastek(5)
x2 = (-2+(2 * pierwastek(5)))/-2 = 1 - pierwastek(5)
parobola w gore zatem
x = (1 - pierwastek(5), 1 + pierwastek(5))
3x^2 - 2x - 1 >= 0
delta = 4 + 4 *3*1 = 16
pierwastek(delta) = 4
x1 = (2-4)/6 = -2/6 = -1/3
x1 = (2+4)/6 = 1
parobola w gore zatem
x = (-∞, -1/3] U [1,∞)
x^2 -x - 6 >= 0
delta = 1 +4*6*1 = 25
pierwastek(delta) = 5
x1 = (1-5)/2 = -2
x2 = (1+5)2 = 3
parobola w gore zatem
x = (-∞, -2] U [3,∞)