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Can you beat the puzzle master? (Plus: find answers to Monday’s puzzle.)
Can you beat the puzzle master?
Can you beat the puzzle master? (Plus: find answers to Friday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Sunday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Tuesday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Wednesday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Thursday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Saturday’s puzzle.)
Can you beat the puzzle master? (Plus: find answers to Saturday’s puzzle.)
Hang a painting poorly in this math puzzle
Solve a new-parent dilemma with this math puzzle
Here are the solutions to Sunday night’s puzzle.
Following are several pairs of numbers, one having two digits and one having three digits. These pairs have some feature in common which is unique among all pairs of two- and three...
Oh no, I dropped this puzzle and most of the numbers fell out! Can you help me put it back together? There should be exactly one positive integer in each cell.
A similar ''wheel'' appeared in an informal cognition test in my math class. Even though I will not get a grade for this test, I still want my math teacher to have an excellent rep...
Welcome to my 202nd gems post. This is where I share some of the latest news, ideas and resources for maths teachers.1. Visual Maths Builder@mrallanmaths shared h...
In the picture, we see a few examples of different outputs after some moves of the colored boxes. Our task is to understand the logic behind these outputs, deduce the pattern, and...
All relevant information is in the image. Nothing has been steganographically encoded, and no obscure knowledge is required. There are no zeroes. Hint 1:
Equilateral triangles are arranged in an infinite grid with hexagonal holes between them. The figure shows only a finite region of the grid but it extends to infinity in all direct...
I'm sharing another puzzle idea. It's played on a grid. The goal is to draw rectangles using lines that connect the centers of some cells following the following rules: Rectangles...
The puzzle was designed on 07/09/2026 You have to choose and comment on the option you have chosen :-)
These children's cards have riddles. For each I first need to find the necessary pieces, and then figure out how to put them together. They said I'd get a twenty for... actually, t...
Moser’s circle problem can be used to divide a pizza into one, two, four, eight, 16 or 31 slices. It’s a perfect example of how the numbers in a sequence aren’t as clear-cut as the...
I was playing a game with some friends, and created the following grid while fiddling with one of the components. What number(s) should go in the empty square? 1 3 9 5...
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