with Squares 4: Finsler Hadwiger Theorem. Level: High School, SAT Prep, College
Squares ABDE and BCGH are constructed
on the sides AB and BC of a triangle ABC. The midpoints S and I of
the segments AC and DH together with the centers of the original
squares F and N then form another square FINS.
Triangle with Squares 0 Two
Triangle with Square 1 Two
Triangle with Squares
2 Two squares
Squares 3 Three squares
Square 5 Two squares, altitude and median
Squares 6 Four squares
Van Aubel's theorem: Quadrilateral with squares
Parallelogram with Squares theorem.
| By Antonio Gutierrez
Last updated: November 13, 2007