Puzzle based on the Clawson Point, Geometry for Kids, Triangle Centers

Interactive Puzzle
Click the figure to solve the interactive puzzle about the Clawson Point: Circumcenters, Concurrent lines



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Jigsaw Puzzles Golden Rectangles & Droste Effect

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Online Jigsaw Puzzle: Rubens, Portrait of Susanne Fourment

Golden Rectangles and Droste Effect
The Droste effect is a specific kind of recursive picture. An image exhibiting the Droste effect depicts a smaller version of itself in a place where a similar picture would realistically be expected to appear. It is a visual example of a strange loop, a self-referential system of instancing which is the cornerstone of fractal geometry.

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Online Jigsaw Puzzles: Geometry for Children

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Level: K-12, Math Education

2011 Ford Mustang Shelby GT500, Online Jigsaw Puzzle, 22 Piece Polygons

Interactive Puzzle
Click the figure to solve the interactive puzzle about the 2011 Ford Mustang SHelby GT500, 22 Piece Polygons

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2010 Ford Mustang & Golden Rectangle, Puzzle

Interactive Puzzle
Click the figure to solve the interactive puzzle about the 2010 Ford Mustang & Golden Rectangle, Online Jigsaw Puzzle, 22 Piece Polygons.

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Puzzle: Geometry Problems 221-230

Interactive Puzzle
Click the figure to solve the interactive puzzle about Geometry Problems 161-170, 22 Piece Polygons, Isosceles, Equilateral triangle, Trapezoid, Regular Polygon, Viviani's theorem, Altitude, Distances, Apothem, Centroid, Midpoint, Perpendicular, Transversal.

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Puzzle: Stonehenge and Golden Rectangles

Interactive Puzzle
Click the figure to solve the interactive puzzle about Stonehenge and Golden Rectangles, 22 Piece Polygons.

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Puzzle Geometry Problems 161-170

Interactive Puzzle
Click the figure to solve the interactive puzzle about Geometry Problems 161-170, 22 Piece Polygons, Parallelogram, Midpoint.

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Puzzle based on the Kosnita's Theorem: Circumcenters, Concurrent lines

Interactive Puzzle
Click the figure to solve the interactive puzzle about the Kosnita's Theorem: Circumcenters, Concurrent lines



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Puzzle: Kosnita's Theorem

Puzzle: Composition II in Red, Blue, and Yellow by Piet Mondrian

Interactive Puzzle
Click the figure to solve the interactive puzzle about Composition II in Red, Blue, and Yellow by Piet Mondrian and golden rectangles.



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Puzzle: Composition II in Red, Blue, and Yellow by Piet Mondrian

No. 5, 1948, Jackson Pollock and Golden Rectangles

Interactive Puzzle
Click the figure to solve the interactive puzzle about the Golden Rectangle and No. 5, 1948, Jackson Pollock.



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Puzzle: The Golden Rectangle and No. 5, 1948, Jackson Pollock

Puzzle: Euclid's Elements Book I, 23 Definitions

Interactive Puzzle
Click the figure to solve the interactive puzzle about Euclid's Elements Book I, 23 Definitions.



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Puzzle: Euclid's Elements Book I, 23 Definitions

Puzzle: Taj Mahal & Geometry Shapes

Interactive Puzzle
Click the figure to solve the interactive puzzle about the Taj Mahal & Geometry Shapes.



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Puzzle: Taj Mahal & Geometry Shapes.

Puzzle: If - Rudyard Kipling' Poem

Interactive Puzzle
Click the figure to solve the interactive puzzle about If - Rudyard Kipling' Poem.



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Puzzle: If - Rudyard Kipling

Butterfly Theorem Puzzle

Interactive Puzzle
Click the figure to solve the interactive puzzle of Butterfly theorem.



Continue reading at:
gogeometry.com/puzzle/Puzzle_Butterfly_theorem.htm


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Puzzle - Index

Nagel Point Puzzle

22 pieces of polygons
The lines connecting each vertex of a triangle ABC with the point of tangency between the opposite side and the opposite excircle are concurrent at a point called the Nagel point.



Continue reading at:
gogeometry.com/puzzle/Puzzle_Nagel_point_center.htm

Ceva's Theorem Puzzle

48 classic piece
A theorem relating the way three concurrent cevians (AD, BE, CF) of a triangle ABC divide the triangle's three sides.



Continue reading at:
gogeometry.com/puzzle/Puzzle_Ceva_theorem.htm

Morley's Theorem Puzzle

Puzzle: 22 pieces of polygons.
Frank Morley was a member of Haverford College's Department of Mathematics in the early part of the twentieth century. He is credited with being the first to arrive at the celebrated Morley's trisector theorem:
"The three points of intersection of the adjacent angle trisectors of any triangle form an equilateral triangle."



Continue reading at:
gogeometry.com/puzzle/Puzzle_Morley.htm

The Bevan Point: Puzzle

The Bevan point V of a triangle ABC is the circumcenter V of the excentral triangle DEF.


Continue reading at:
gogeometry.com/puzzle/Puzzle_Bevan_Point.htm