Why is π believed to be normal even though nobody has proved it?

What is so special about Matrix Multiplication? why does it pop up everywhere, more famously in AI?

What did John Nash contribute to game theory?

What is so special about millennium prize math problems?

Why do parallel lines remain parallel and never touch each other??

Why does the Fibonacci sequence appear so often in nature, mathematics, and seemingly unrelated systems??

What is Navier-Stokes Millennium Prize Problem?

What's the difference between Algebra and Geometry?

If you are the size of planck length and your friend the size of the observable universe, and you are growing 10X every second and your friend is shrinking 10X every second, after how much time would you two meet?

What exact bottlenecks in Newton’s study of motion and change created the need for him to invent Calculus, in other words, why did he develope Calculus?

What makes the Torus mathematically unique, and why does this geometry appear so frequently in physical systems and natural phenomena?

Did Pierre de Fermat actually had the proof for his 'Last Theorem', and was it different from Andrew Wiles' proof??

What is P = NP problem?

Is our mathematics an invention of our brain or a fundamental building block of the Universe??