\"\"

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The points are \"\", \"\" and \"\".

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Find which point is closest to the \"\"-plane.

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The \"\"-plane is the plane that contains the \"\"- and \"\"-axes.

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The \"\"-plane is the plane that contains the \"\"- and \"\"-axes.

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The \"\"-plane is the plane that contains the \"\"- and \"\"-axes.

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The distance formula for three dimension is \"\".

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In \"\"- plane \"\", \"\" and \"\".

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\"\"

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\"\"

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\"\".

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The distance from \"\"- plane is \"\" from any point.

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For \"\", \"\".

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For \"\", \"\".

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For \"\", \"\".

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The smallest distance from \"\"- plane is \"\".

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The point \"\" is the closest to the \"\"- plane.

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\"\"

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Which point lies in the \"\"- plane.

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The \"\"-plane is the plane that contains the \"\"- and \"\"-axes and \"\"- axis is zero.

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Observe the points:

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In point \"\", the \"\"- axis is zero.

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Therefore, the pont \"\" lies in the \"\"- plane.

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\"\" lies in the \"\"- plane.

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\"\"

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The point \"\" is the closest to the \"\"- plane.

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\"\" lies in the \"\"- plane.