Wyznacz współczynnik b funkcji kwadratowej f(x)=-x2+bx+1 wiedząc, że prosta x=-3 jest osią symetrii tej funkcji.
a=-1
c=1
x=p=-3
b=?
p=-b/2a
-3=-b/2*(-1)
-3=-b/-2 ||*(-2)
b=-2*-3
b=6
f(x) = -x² + bx + 1
a = -1 b = b c = 1
p = x = -3
p = -b / 2a
-3 = -b / [ 2*(-1)]
-3 = -b / (-2)
b = (-3) * (-2)
b = 6 ---------- odpowiedź
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a=-1
c=1
x=p=-3
b=?
p=-b/2a
-3=-b/2*(-1)
-3=-b/-2 ||*(-2)
b=-2*-3
b=6
f(x) = -x² + bx + 1
a = -1 b = b c = 1
p = x = -3
p = -b / 2a
-3 = -b / [ 2*(-1)]
-3 = -b / (-2)
b = (-3) * (-2)
b = 6 ---------- odpowiedź