In the carpenter's problem, you are to provide answers on the likelihood of a simple polygon being moved to a point where all vertices are convex when the length of the edges is properly established. The problem became popular following attempts by mathematicians to solve it in the 21st century. How conversant are you with geometry problems? Do not be found wanting!
Ileana Strianu
John Pardon
Henry Euler
Jude Pythagoras
2013
2014
2015
2017
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Edges
Vertex
Segment
Angle
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It is made concave
It is made convex
It is curved
It is straightened
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John Chase
Isaac Newton
Alexander Fleming
John Pardon
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2010
2009
2002
2007
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Curve shortening flow
Flow convexing
Convexing
Concave flow
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3 sides
10 sides
8 sides
6 sides
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2013
2012
2007
2003
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Dufresne
Domaine
Connelly
Rote
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