A regular hexagon is divided into eight parts of equal area This is a mathematical modeling problem, can not be measured

Six isosceles trapezoids are formed by connecting the center of the hexagon to each vertex and taking the midpoint of the connecting line to form a small hexagon. Each side of the small hexagon corresponds to each side of the large hexagon. The small hexagon is divided equally along the diagonal
Then eight isosceles trapezoids are obtained

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