Freelance mathematician and educational web developer. I am a proud Israeli American, with love and respect for both countries.

NJ, USA
Joined December 2009
Alexander Bogomolny retweeted
Replying to @CutTheKnotMath
It can be equivalently rephrased as saying that if a product of 2n integers is (-1)^n (n!)^2, then their sum is zero.
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Alexander Bogomolny retweeted
Some math fun with shapes and shadows at National Math Museum @MoMath1! Can you recognize the three faces?
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Alexander Bogomolny retweeted
I recently discovered the interesting 'general reader' math journal MaddMath, whose Twitter presence is @maddmaths. It contains many insightful articles. bit.ly/2tvYNX1
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{57,...76} and {2041, 2140} @jamestanton Every a<b from {10, ... ,16} gives a unique product. Find 20 consecutive integers for which products of pairs of elements are distinct. 100 consecutive integers with this property?
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Alexander Bogomolny retweeted
ICYMI: In 1967, Robert Langlands proposed a program to unite disparate mathematical fields. 51 years later, the program is a cornerstone of the exciting work being done by a new generation of mathematicians. buff.ly/2HNsvv1
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Alexander Bogomolny retweeted
Hey Robin, here's how: geogebra.org/m/NUtDnGgC#mate…. This is a part of a beginner tutorial series where you can learn how to use @geogebra's tools at your own pace: geogebra.org/m/NUtDnGgC Each activity has a limited toolbar + a silent screencast (in case you get stuck).
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Alexander Bogomolny retweeted
I tried it with my class today, they loved it!!
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Alexander Bogomolny retweeted
Also looks like the 6 vertices of any equiangular hexagon lie on an ellipse! Another #UnexpectedConic? 😯 geogebra.org/m/Bq8wg5yb @geogebra @giohio @panlepan @solvemymaths @gogeometry @CutTheKnotMath #MTBoS #Math #MathChat #ITeachMath #Maths #conic
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