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How to fill out the Practice 1 Identifying Tessellations online
Filling out the Practice 1 Identifying Tessellations form can help you understand and explore the concept of tessellations in a structured manner. This guide provides step-by-step instructions to assist you in completing the form accurately and efficiently.
Follow the steps to complete the Practice 1 Identifying Tessellations form online:
- Press the ‘Get Form’ button to access the Practice 1 Identifying Tessellations form. This will allow you to obtain a digital version of the document that you can fill out.
- Locate the fields labeled ‘Name’ and ‘Date.’ Enter your name in the first field, and the current date in the second field. This information is essential for identifying your submission.
- In the section labeled ‘In each tessellation, color the repeated shape,’ review the provided tessellations and use the appropriate tool to color the repeated shapes in each example.
- Next, assess whether each pattern is a tessellation of a single repeated shape. Write 'yes' or 'no' in the corresponding field, and provide a brief explanation of your answer based on the criteria that the shapes should fit together without gaps or overlaps.
- Proceed to the fields that ask you to add eight more of the repeated shapes to each tessellation. Use your drawing tool to replicate the shapes accordingly.
- In the designated space, create your own tessellation using the provided shapes. Follow the instructions for rotating or flipping the shapes as necessary.
- Once you have completed the practice exercises, review your work for accuracy and completeness.
- Finally, save your changes, download the completed form, or print it out for your records. You may also share it online if necessary.
Start filling out the Practice 1 Identifying Tessellations online to enhance your understanding of this foundational mathematical concept.
Related links form
Every shape of quadrilateral can be used to tessellate the plane. In both cases, the angle sum of the shape plays a key role. Since triangles have angle sum 180° and quadrilaterals have angle sum 360°, copies of one tile can fill out the 360° surrounding a vertex of the tessellation.
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