Magic Polygons

(No Ratings Yet)

Loading...

What is the objective of the game?

The game Magic Polygons consists of completing the numerical values of the vertices of different geometric figures so that their sums match the results displayed in the intermediate nodes. The objective of the game is to solve these structures by balancing arithmetic geometry, dragging the correct numbers to the endpoints, and offering a direct challenge in mental math agility and abstract thinking featuring magic or numerical triangles, squares, and pyramids. .

Recommended age and educational level

This game is recommended for elementary school students (ages 7 or 8 and up) in its basic configuration with natural numbers, and for middle school, high school, and adults when activating modes with integers (negative numbers) and decimals. It is an excellent resource for teachers, parents, and therapists looking to work on mathematical reversibility; it requires basic addition and subtraction as prior knowledge, and also serves to keep the mind active in adults through logical reasoning.

How to play: single player or multiplayer

The main mode of the game is single player, focusing on concentration and self-paced learning. However, it can easily be transformed into a collaborative and cooperative proposal in the classroom or at home, encouraging children to solve complex polygons in pairs or creating timed group dynamics to see who finds the correct combination of vertices first.

What do you learn with this game? Learning and skills

• Fast mental math and understanding the reversibility of arithmetic operations (finding the addends based on a given result).
• Introduction to algebraic thinking and visual resolution of simple systems of equations.
• Development of spatial awareness through interaction with flat polygons (triangles, squares) and three-dimensional shapes (pyramids).

Tips to make the most of this game

To maximize its pedagogical potential, it is recommended to use the game as an unplugged activity: teachers or tutors can draw the shapes and empty nodes on paper or a whiteboard for students to solve by hand. You can also introduce an extra challenge where students design their own magic polygons and exchange them with classmates to check if the sums are correct.