An institution has offered a $1 million prize to anyone who can solve a famous math problem that has puzzled mathematicians for more than a century. The Riemann hypothesis, first proposed by ...

For example, instead of saying, ‘I don’t know how to solve this problem,’ change it into ‘I don’t know how to solve this problem – yet.’” Five Resources for Parents ...

Introducing new math concepts via already-worked examples can give students a significant boost in learning. But choosing the right problems makes a big difference. An analysis earlier this year ...

A Most Profound Math Problem. By Alexander Nazaryan. May 2, 2013. Save this story Save this ... The Riemann hypothesis, for example, made its debut in 1859. By contrast, ...

As an example, we could represent a game of sudoku as a mathematical model. In sudoku, the player fills empty boxes in a puzzle with numbers between 1 and 9 subject to some rules, such as no ...

Excerpt from a math textbook rejected by the Florida Department of Education. Florida Department of Education. The fourth image shows text that says the problem’s goal is “focusing on students ...

A Rochester Institute of Technology doctoral student was part of a team of researchers that settled a 90-year-old math problem called Keller’s conjecture. David Narváez, who studies computing ...

In May 2025, a claim (archived) circulated online that the tech entrepreneur and former Trump adviser Elon Musk solved an "unsolvable" math problem after a Harvard professor called him "rich but ...

To learn math, students must build a mental toolbox of facts and procedures needed for different problems. But students who can recall these foundational facts in isolation often struggle to use ...

In 2000, the Clay Mathematics Institute announced the Millennium Prize problems. These were a collection of seven of the most important math problems that remain unsolved.

Two mathematicians now say they’ve made progress on a very old unsolved math problem.The problem involves a subfield called geometric measure theory, in which sets of objects are generalized in ...