Figure 6 Hinged octagons and squares

Author:: alfinio

Topic:: Square

Drag C to close and open the empty spaces. When the empty spaces vanish, octagons and squares form a tiling. Notice how squares and octagons can be made to share different sides.

New Resources

Slipper
Droste effect
Cube of a Binomial - Volume Model
Flag in the wind
Is it Isosceles?

Discover Resources

Ângulo Inscrito
Triangle Inequality
Side Splitter Exploration
Arithmetic Sequences General Term from two terms
Théorème de Thalès

Discover Topics

Confidence Interval
Differential Calculus
Normal Distribution
Special Points
Histogram