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Quads - Vertex Form 2
y=4(x-4)2
y=3(x-4)2
y=4(x-3)2
y=3(x+4)2
y=4(x+4)2
y=-4(x+4)2
y=-4x2+4
y=-2x2+4
y=2(x+3)2
y=3(x+3)2
y=2(x-3)2
y=3(x-2)2
y=2(x+1)2+3
y=3(x+1)2+3
y=2(x+3)2+1
y=3(x+3)2+1
y=3(x+2)2+1
y=-2(x+2)2+1
y=-3(x-2)2+1
y=-3(x+2)2+1
y=3(x-2)2+1
y=3(x-2)2-1
y=2(x-2)2+1
y=-3(x-2)2+1
y=-3(x-2)2+1
y=-2(x-3)2+1
y=2(x-3)2+1
y=-3(x-2)2-1
y=-½(x+2)2-1
y=-½(x-2)2-1
y=-2(x+2)2-1
y=-2(x-2)2-1
y=⅓(x+2)2+1
y=-3(x+2)2+1
y=⅓(x-2)2+1
y=-3(x+2)2-1
y=¼(x-4)2-4
y=-4(x+4)2-4
y=4(x-4)2+4
y=¼(x+4)2-4
Intereseko beste azterketa batzuk :
Factoring Difference of Squares
Identifying graphs of quadratic functions
Parabolas
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