Students learn about place-value, conceptual addition and subtraction through hands-on models of 1000's, 100's, 10's, and 1's.
Students are introduced to conjecture-making and Graph Theory through a classic problem from Discrete Mathematics.
Mary, Mary, Quite Contrary, How Does Your Garden Grow? introduces students to Combinatorial Designs through planting a garden according to specific rules.
Whac-A-MOLS introduces students to the concept of Mutually Orthogonal Latin Squares.
Students investigate Fractals through pre-built models of Menger Sponges, Sierpinski's Triangle, Toothpick Patterns, and The Coastline Paradox.
Students explore shapes, pattern recognition, and geometric transformations using the premade cards or create a design of their own.
Students explore the paradoxical nature of infinity through paper models of Hilbert's Grand Hotel and an introduction to different sizes of infinity.
Pictures coming soon!
Students investigate geometry through the ancient art of paper folding. Includes pre-built modular origami models of 3D Geometric Solids, fidget toys, and a "Fold the Cube Root of 2" activity for advanced students.
Would you believe me if I told you that these shapes roll smoothly like spheres? A 3D extension of the Reuleaux Triangle from Geometry.
Students investigate geometry, combinatorics, and logic disguised as puzzle games. A blast for students of all ages!
Students investigate mathematical induction through the classic puzzle.
Picture coming soon!