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The focus of the parabola is  \"\" and the parabola contains \"\".

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Parabola is opens up.

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

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Where vertex : \"\", focus : \"\", axis of symmetry : \"\" and directrix : \"\".

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Focus of the vertical parabola : \"\".

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\"\" and \"\".

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\"\".

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Vertex of the vertical parabola : \"\".

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Substitute \"\" and \"\" in standard form.

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\"\"

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\"\"

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\"\" and \"\"

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\"\" and \"\".

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As the parabola opens up, \"\".

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Therefore, \"\".

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Vertex of parabola : \"\".

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Axis of symmetry : \"\".

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Directrix : \"\".

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

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Substitute the values of \"\", \"\" and \"\" in standard form.

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\"\"

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Therefore, the standard form of the equation is \"\".

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Graph :

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Plot the vertex, focus.

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Graph the parabola \"\", axis of symmetry \"\" and directrix \"\".

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\"\"

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

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Graph of the \"\" is

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\"\".