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(a )

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Observe the graph:

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The \"\"-coordinate of a point at which the graph crosses or touches the \"\"-axis is an \"\"-intercept.

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There is no \"\"-intercepts.

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The \"\"-coordinate of a point at which the graph crosses or touches the \"\"-axis is a \"\"-intercept.

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There is no \"\"-intercepts.

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(b )

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For instance, \"\" is on the given graph.

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Symmetry about the \"\"-axis : \"\".

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\"\" is on the graph.

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So the graph is symmetric about the \"\"-axis.

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Symmetry about the \"\"-axis : \"\".

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\"\" is not on the graph.

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So the graph is not  symmetric about the \"\"-axis.

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Symmetry about the origin : \"\".

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\"\" is not on the graph.

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So the graph is not symmetric about the origin.

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The function is symmetric with respect to  \"\"-axis.

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(a ) No intercepts.

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(b ) Symmetric with respect to \"\"-axis.