\"\"

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The quadratic function \"\".

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Rewrite the function as \"\".

\
\

The above equation represent a standard form of parabola \"\".

\ \"\". \

Axis of symmetry \"\".

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Thus, the axis of symmetry \"\".

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Substitute the value of x in \"\".

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\"\"

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Vertex of parabola \"\".

\

 

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To find the x-intercept, substitute \"\" in \"\".

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\"\"

\

\"\"

\

\"\"

\

\"\"

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Thus, the x - intercepts are \"\".\"\"

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Graph :

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1. Draw the coordinate plane.

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2. Plot the vertex and x - intercept of parabola.

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3. Draw the axis of asymmetry.

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3 Then sketch the graph, connecting the points with a smooth curve.

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\"graph

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\

\"\"

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Graph of the function \"\" :

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\"graph

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Vertex : \"\".

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Axis of symmetry : y - axis.

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X - intercepts : \"\".