Show that if five points are picked on or in the interior of a square of side length 2 , then there are at least two of these points no farther than $\sqrt { 2 }$ apart.

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The Answer of Show that if five points are picked on or in the interior of a square of side length 2 , then there are at least two of these points no farther than $\sqrt { 2 }$ apart.

Show That If Five Points Are Picked on or in the Interior