Can a tessellation be created using only regular ten-sided polygons? Explain your answer. Choose the correct answer below. A. No, because each angle of a regular ten-sided polygon measures $$ 144^{\circ} $$ and $$ 360^{\circ} $$ is not a multiple of $$ 144^{\circ} $$. B. Yes, because 360 is a multiple of 10 and 10 regular ten-sided polygons can fit into $$ 360^{\circ} $$. C. No, because the sum of the measures of the angles of a ten-sided polygon is $$ 1440^{\circ} $$ and $$ 1440^{\circ} $$ is a multiple of $$ 360^{\circ} $$. D. Yes, because any regular polygon can create a tessellation.

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A. No, because each angle of a regular ten-sided polygon measures $$ 144^{\circ} $$ and $$ 360^{\circ} $$ is not a multiple of $$ 144^{\circ} $$.

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