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Algebra II
»
I.
Quadratic Relations and Conic Sections
»
I.2.
Graphing and Writing Equations of Parabolas
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Unit Challenge
Parabolas of the Form y
^{2}
= 4px
Overview
Identifying the Axis of Symmetry Given an Equation of the Form x
^{2}
= 4py
Identifying the Focus and Directrix Given an Equation of the Form y
^{2}
= 4px
Graphing Parabolas of the Form y
^{2}
= 4px
Writing Equations of the Form y
^{2}
= 4px Given the Vertex and Focus
Writing Equations of the Form y
^{2}
= 4px Given the Vertex and Directrix
Parabolas of the Form x
^{2}
= 4py
Overview
Identifying the Axis of Symmetry Given an Equation of the Form x
^{2}
= 4py
Identifying the Focus and Directrix Given and Equation of the Form x
^{2}
= 4py
Graphing Parabolas of the Form x
^{2}
= 4py
Writing Equations of the Form x
^{2}
= 4py Given the Vertex and Focus
Writing Equations of the Form x
^{2}
= 4py Given the Vertex and Directrix
Parabolas of the Form y
^{2}
= 4px — Identifying the Axis of Symmetry Given an Equation of the Form x
^{2}
= 4py
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