Theres a neat trick on how you can do this. This is the first time I encountered this type of problem. What Is The Area Of The Trapezoid Geometry Problems Trapezoid Pie Chart You can draw another circle inside the first having a. . Subdivide this trapezoid horizontally into 2 equal parts. This is the solution to the fourth part of that problem. Step 1 Mark the center of the hexagon. I really have no idea on how to solve this problem. You can take a out of this to get 1-k1-mj-k Couple this with 1jmjk1-m from the equal areas and you have two equations in three unknowns which will get you the one parameter solution set you are looking for. Trace a yellow hexagon. A line of length c is drawn parallel to the bases of length a and b so as to divide the isosceles trapezoid into two equal areas. I want to divide circle created by using div and border-radius into 6 equal parts and place lines created by using li ta
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