Posts Tagged 

Problem Solving Strategies

Articles

Knowing, Understanding, and Beyond

There’s knowing a formula, there’s understanding why it works, and then there’s something beyond both. This series by Aaron Demby Jones breaks down what those levels actually feel like, starting with a simple example: the area of a triangle.
Press

Quanta Magazine On How Art of Problem Solving Unveils Math’s Beauty

Math is beautiful. But most students won’t get to see that beauty until it's too late. Quanta interviewed AoPS Founder Richard Rusczyk on how Art of Problem Solving teaches math as a creative discipline, and why the accumulation of knowledge isn't the end goal of learning – rather, it's about being playful, open, and willing to try new things.
Press

AoPS Summer Mathwalk Challenge

Break out the sidewalk chalk, it’s time for #Mathwalk! This summer, AoPS Academy students are preventing summer slide by putting their creative problem-solving to work — chalking out math problems on sidewalks around their community for neighbors to solve.
Articles

The Math of Big-Money Lotteries: Your Chances of Winning the Powerball Jackpot

What are your chances for winning the Powerball or Mega Millions? We dive into strategies for increasing your chances of winning.
Articles

The Math of Winning Wordle: From Letter Distribution to First-Word Strategies

From letter distribution to first-word strategies, we analyze Wordle word lists for patterns and come up with tips for playing — and winning — mathematically.
Resources

How to Work Through Hard Math Problems

So many of the problems worth solving in life are hard. If they were easy, someone else would have solved them before you got to them. Read our strategies for dealing with hard problems in math — and beyond.
Articles

Why Won't My Child Show Any Work?

Matt Weber discusses how to guide students through the process of writing organized, clear math solutions.
Articles

Knowing Versus Understanding: How the Rubik’s Cube Taught Me the Difference

What’s your strategy for solving the Rubik’s cube? We layout the terms and sequences to memorize to show how understanding outweighs knowing.