Wierzchołek paraboli y=x^2+bx+1 leży poniżej osi Ox, zatem:
A. -2 < b < 2
B. b < -2 lub b > 2
C. -4 < b < 4
D. b < -4 lub b > 4
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rzedna wierzcholka = -delta / 4a
delta = b^2 - 4*a*1 = b^2 - 4
q = - ( b^2 - 4 ) / 4 < 0 /*4
4 - b^2 < 0
-b^2 > -4
b^2 < 4
l b l < 2 => b < 2 ^ b > -2
odp. A