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Axis of Symmetry Standard 002
Contribuido por: Kauffman
f(x)= -x2+20x-109
Vertex:
x=
f(x)= -x2+2x
Vertex:
x=
f(x)= 3x2-12x+16
Vertex:
x=
f(x)= -1/2x2-5x-41/2
Vertex:
x=
f(x)= x2-4x
Vertex:
x=
f(x)= -1/2x2+x+7/2
Vertex:
x=
f(x)= 8x2+64x+118
Vertex:
x=
f(x)= -2x2-12x-26
Vertex:
x=
f(x)= 3x2-18x+28
Vertex:
x=
f(x)= -x2+10x-34
Vertex:
x=
f(x)= 1/2x2-8x+32
Vertex:
x=
f(x)= 3x2-48x+196
Vertex:
x=
f(x)= -x2+4x+2
Vertex:
x=
f(x)= -14x2-224x-898
Vertex:
x=
f(x)= 1/4x2-9/2x+57/4
Vertex:
x=
f(x)= -2x2-24x-79
Vertex
x=
f(x)= 2x2+32x+137
Vertex:
x=
f(x)= -4x2+32x-58
Vertex:
x=
f(x)= -2x2+28x-102
Vertex:
x=
f(x)= -2x2+40x-207
x=
Vertex:
f(x)= -x2-20x-93
Vertex:
x=
f(x)= -7x2+98x-346
Vertex:
x=
f(x)= -x2+2x+2
Vertex:
x=
f(x)= x2-10x+17
Vertex:
x=
f(x)= 3x2+6
Vertex:
x=
f(x)= -1/3x2+8/3x-19/3
Vertex:
x=
f(x)= 1/3x2+2/3x+10/3
Vertex:
x=
f(x)= 3x2-24x+57
Vertex:
x=
f(x)= 5x2-20x+13
x=
Vertex:
f(x)= -4x2+8x-11
Vertex:
x=
Otros exámenes de interés :

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