Vertex Form Of A Parabola Worksheet - Algebra Ii Quadratics Page 2
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1
2Vertex Form of a Parabola
Homework
Find the vertex, direction of openness, and axis of symmetry for each of the following.
2
203.
y = 2 − 3
− (x
)
+ 1
2
204.
y = 3 + 6
(x
)
2
7
205.
y =
− (x
+ 4
)
+ 1
2
2
206.
y = 4 − 8
(x
)
+ 1
1
2
207.
− 3
y = (x
−
+ 2
)
2
208.
y = 5 + 1
− (x
)
− 2
2
209.
y = 3 − 3
(x
)
+ 8
2
210.
− 3
y = 2
(x)
Convert the following equations from standard form to vertex form.
2
211.
y = x
+ 8 + 2
x
212.
y = x
2
− 1
2x
+ 2
0
213.
2
+ 4 − 1
y = x
x
2
2
214.
y = x
+ 3 + 3
x
215.
y = x
2
+ 7 − 1
x
216.
2
+ 6 + 9
y = x
x
2
217.
y = 4x
+ 1
2x
− 2
2
218.
y = − x 6
+ 2
4x
− 4
2
219.
+ 2
y = 3x
− 1
8x
2
220.
y = − x 2
− 1
0x
− 3
Algebra II - Quadratics
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