Hidden Fibonacci numbers, a new shape and the search for a grand unified theory of mathematics are among our choices for most ...

Prime Minister Modi's December tour to Oman, Jordan, and Ethiopia strategically linked the Gulf, West Asia, and Africa. The ...

Holidays bring celebration, rest and, for many families, long stretches of indoor time. For some, this means tabletop games ...

Highland Tech's Madison Darnell won the singles title while Brianna Viets and Sasha Korjova of Triangle Math & Science did the same in doubles. Two 1A schools joined the list of N.C. High School ...

Iran, a land of ancient civilization and profound cultural heritage, has long been a cradle of creativity and artistic expression. From the intricate patterns of Persian carpets to the graceful lines ...

AI-generated summary reviewed by our newsroom. Read our AI Policy. Niche ranked NC School of Science and Mathematics No. 1 U.S. public high school. School earned A+ marks for academics, diversity, ...

Sure, riddles are fun if you’re a fan of clever wordplay. But there’s something so uniquely enjoyable about a good visual puzzle. So today, we’re calling all brainteaser aficionados: How many ...

Academic teams from Triangle Math and Science Academy and Lee Early College go head-to-head in this last episode of the Brain Game semifinals. The winner will move on to the Brain Game championship ...

Sacred geometry found in ancient Greek temples is grounded on the idea that the world is created based on a consistent geometrical pattern. Credit: Google Maps / GreekReporter Illustration Sacred ...

Math puzzles have a special way of making even the sharpest minds stop and think. A new brain teaser going around online has been challenging people to figure out the pattern hidden in a series of ...

Discusses the properties and types of triangles, explaining that a triangle is a closed figure with three sides and angles. It categorizes triangles into equilateral, isosceles, scalene, obtuse, right ...

THE principal novelties in this tract are the chapters on the orthopole (with some original propositions by the author) and on orthogonal projection (mostly after Prof. Neuberg). A pretty theorem in ...