grief resolution proposed by Kon-Pas
Statement: graphically determine a circle c equivalent (like air) to the given irregular hexagon ABCDEF .
- transform the irregular hexagon in an irregular pentagon of equivalent area.
"The Pentagon as the hexagon now transformed into a triangle of area equal (divide the pentagon into triangles for keeping it moving its vertices heights).
- We mean proportional between half the height of the triangle base and getting the side of the square equivalent.
- The side from the split into eleven parts, took seven of them and half of those seven.
- In the proportional average of 7 / 2 and the side of the square radius of the circle we obtain the equivalent.
That group willing to accept grief can comment here and create the exercise to be solved, otherwise it will choose a random group.
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