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Let IJKLMN be a hexagon with side lengths IJ = LM = 2, JK = MN = 2, and KL = NI = 2.
Also, all the interior angles of the hexagon are equal. Find the area of hexagon IJKLMN.
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From the problem, all 6 sides have the same length of 2 units,
and all interior angles are equal.
So, we have a regular hexagon.
Its area is 6 times the area of the equilateral central triangle with the side length of 2 units.
So, the answer to the problem is = = = 10.3923 square units, approximately.
Solved.