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https://math.answers.com/math-and-arithmetic/Can_a_parrellelogram_tessellate

Can a parrellelogram tessellate? - Answers

Yes, a parallelogram can tessellate. Tessellation occurs when a shape can cover a plane without any gaps or overlaps, and parallelograms meet this criterion due to their opposite sides being equal and parallel. When arranged in a repeating pattern, parallelograms can fill a space completely, making them effective for tessellation. This property is why they are commonly used in various tiling designs and patterns.



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Can a parrellelogram tessellate? - Answers

https://math.answers.com/math-and-arithmetic/Can_a_parrellelogram_tessellate

Yes, a parallelogram can tessellate. Tessellation occurs when a shape can cover a plane without any gaps or overlaps, and parallelograms meet this criterion due to their opposite sides being equal and parallel. When arranged in a repeating pattern, parallelograms can fill a space completely, making them effective for tessellation. This property is why they are commonly used in various tiling designs and patterns.



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https://math.answers.com/math-and-arithmetic/Can_a_parrellelogram_tessellate

Can a parrellelogram tessellate? - Answers

Yes, a parallelogram can tessellate. Tessellation occurs when a shape can cover a plane without any gaps or overlaps, and parallelograms meet this criterion due to their opposite sides being equal and parallel. When arranged in a repeating pattern, parallelograms can fill a space completely, making them effective for tessellation. This property is why they are commonly used in various tiling designs and patterns.

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      Yes, a parallelogram can tessellate. Tessellation occurs when a shape can cover a plane without any gaps or overlaps, and parallelograms meet this criterion due to their opposite sides being equal and parallel. When arranged in a repeating pattern, parallelograms can fill a space completely, making them effective for tessellation. This property is why they are commonly used in various tiling designs and patterns.

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