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27 May 2021
Quadratic Functions - Part 2
Graphing Quadratic Functions Using Vertex Form - Part 2
Independent Practice
1. Write
in vertex form, using decimals if necessary.
Identify the vertex, fill in the table and graph f(x)
x
f(x)
Vertex:
![](data:image/png;base64,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)
2. For the function
. Determine the key features.
3. Write
in vertex form, using decimals if necessary.
Quadratic Functions - Part 2
Graphing Quadratic Functions Using Vertex Form - Part 2
Independent Practice
1. Write
in vertex form, using decimals if necessary.
Identify the vertex, fill in the table and graph f(x)
x | f(x) |
Vertex:
2. For the function . Determine the key features.
3. Write in vertex form, using decimals if necessary.
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27 May 2021