When mathematically broken down, 2025 proves Ancient Greek Philosopher Nicomachus' Theorem of a perfect square. According to mathematician Jérôme Cottanceau, Léonard-de-Vinci High School in Montaigu, ...
With renewable energy costs well and truly sunk, inconvenient as it may be, it seems there is now no easy way out of the energy mess regardless of who wins the next election. Uncertainties abound ...
The sequence of perfect square years starts all the way back at 1 AD, and continues at increasingly wider intervals. As the number nnn grows larger, the gaps between successive perfect square ...
In just a couple of sittings, I made my way through all nine episodes, acutely aware that my expectations might have been unduly elevated by those who had hyped it up as 'perfect in every sense ...
Five were pulled out: 56, 66, 67, 68 and 69. Maybe you noticed there are four consecutive numbers within the five. Maybe you wondered how rare that is. And then, maybe, you said to yourself ...
We investigate three of 2024’s biggest breakthroughs in mathematics, including a better way to pack spheres in high dimensions, a new way to avoid forming patterns of numbers, and an 800-page proof of ...
2. 18 is a “semi-perfect number” – one that is equal to the sum of some or all of its divisors. Its divisors are 1, 2, 3, 6, and 9; 3 + 6 + 9 = 18 3. There are 18 holes on a golf course.