Question

Let d represent the number of degrees in one angle of a regular polygon, and n represent the number of sides of the polygon to tessellate. Which equation can be used to determine if the polygon will tessellate? 360° · n = d 360° · d = n 360° ÷ d = n n + d = 360°

Answer 1

Answer:

$360^{\circ}\div d=n$

Step-by-step explanation:

We are given that

d=Number of degrees in one angle of a regular polygon

n=Number of sides of the polygon to tessellate.

We have to find the equation which is used to determine the polygon will tessellate.

If a regular polygon can  tessellate then 360 divided by the interior angle of polygon and get a number which is equal to number of sides of the polygon to tessellate.

Therefore, the equation used to determine the polygon will tessellate is given by

$360^{\circ}\div d=n$

Answer 2

Answer:

The correct answer is: C

Step-by-step explanation:

360/d=n

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