Imagine a perfectly square room whose walls are mirrors. A light ray is emitted from a point inside the room and keeps reflecting forever.Question:Will the r...

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Learning Probability using only Real Life Examples – Day 1In this video we explore a classic probability puzzle based on a real life election counting scenar...

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How One Mathematical Law Helped Control a Nation 📐🗺️Ever wondered why we actually study Trigonometry in school? It’s not just to pass exams—it was a fundam...

The Professor Who Walked 175km for an Exam: Maharshi Karve’s Incredible JourneyMost people know him as a Bharat Ratna awardee, but few know the struggle behi...

1.3K likes, 87 comments. "Oxford mathematician explains how to convert miles to km in your head 🤯 #oxforduniversity"

22K likes, 420 comments. "#maths #mathematics #knowledge #jee #iitjee #iit #advanced #10th #11th #devsir #12th #neet"

Trending News: Imagine trying to stack oranges as tightly as possible so that no space is wasted. Simple enough in a grocery store. Now imagine doing it in a world w.

Harvey Friedman's first and only podcast.

Paul Erdos was the strangest of them all. Try https://brilliant.org/Newsthink/ for FREE for 30 days and get 20% off your annual premium subscription.

I highly recommend the book: The Man Who Loved Only Numbers: The Story of Paul Erdos and the Search for…

e is the most useful constant in mathematics. Its rate of change equals itself. It appears in compound interest, in quantum mechanics, in probability theory, in the equations governing heat, sound, and light. Euler named it, built notation around it, and…

Road to Math Olympiad: Q28 - The Colour GameThis video explores th...

A new AI breakthrough from OpenAI has reportedly solved a long-standing discrete geometry problem first posed by mathematician Paul Erdős, which challenged experts for over 80 years. The problem asks how to arrange points on a plane so that the maximum number…

Announcement post and links to the papers by OpenAI: https://openai.com/index/model-disproves-discrete-geometry-conjecture/

The unit distance problem is a classic open conjecture originall due to Paul Erdos. It has just beem resolved in the negative by chatgpt.…

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This weird expression of taking cos over and over again is just a sequence x_n=cos(x_{n-1}). There is a very cool theorem called the Banach Fixed Point Theorem that let's figure out the limit of sequences like this and depends on cos(x) being a so called…

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