A hexagon has six sides, each of which is a rhombus when divided into two congruent triangles. Therefore, a hexagon can be divided into six rhombuses. If we are looking to fit three rhombuses into a hexagon, we can arrange them in a way that each rhombus shares a side with two other rhombuses, forming a tessellation pattern within the hexagon.
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The statement is not generally true. It is true only for regular hexagons. Join the centre of the hexagon to three alternating vertices. You will have formed three rhombi in the hexagon.