Semi-regular Tessellations: These are made up of more than one type of regular polygon. An example is a tessellation made up of both triangles and squares.
Irregular Tessellations: These are made up of irregular polygons, such as trapezoids or kites. These shapes still fit together without any gaps or overlaps.
Creating Tessellations
To create a tessellation, you can start with a single shape and then use it to fill the plane without any gaps or overlaps. This can be done by rotating, reflecting, and translating the shape to fit together with itself.
Real-World Examples
Tessellations can be found in many real-world objects and designs, such as tiles, quilts, pavement patterns, and even some animals' skin patterns.
Knowledge of Measurement: Students will identify attributes, units, or systems of measurements or apply a variety of techniques, formulas, tools, or technology for determining measurements.
Applications in Measurement: Calculate equivalent measurements.
Determine start, elapsed, and end time (Assessment limit: Use the nearest minute).