\"\"

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The equation is \"\".

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Standard form of the vertical parabola is \"\".

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Where vertex is \"\".

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Focus is \"\".

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Axis of symmetry \"\".

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Directrix \"\".

\

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The parabola equation \"\".

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\"\"

\

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The equation is in the form of \"\".

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Because the \"\" term is squared and \"\" ,the graph opens up.

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Use the standard form to determine the characteristics of the parabola.

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\"\".

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Vertex : \"\".

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Focus :\"\".

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Directrix:\"\".

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Axis of symmetry : \"\".

\

\

Graph the vertex, focus, axis of symmetry and directrix.

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
\"\" \

\"\"

\
\"\"
\"\" \

\"\"

\
\

\"\"

\

 

\
\"\" \

\"\"

\
\

\"\"

\

 

\
\"\" \

\"\"

\
\

\"\"

\
\

Graph :

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Graph of  \"\".

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\"\"

\

\

 

\

Vertex : \"\".

\

Focus :\"\".

\

Directrix:\"\".

\

Axis of symmetry : \"\".

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Graph :

\

Graph of  \"\".

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\"\"