Question

For a regular 20-sided polygon, what is the degree of rotation?
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Answer 1

the answer is 18 most likely.

Answer 2

Answer: The required degree of rotation of the given polygon is 18°.

Step-by-step explanation: We are given to find the degree of rotation of a regular 20-sided polygon.

We know that

if a regular polygon has n number of sides, then its degree of rotation is given by

`d=(360^\circ)/(n).`

For the given polygon, we have

n = 20.

Therefore, the degree of rotation of the given polygon is

`d=(360^\circ)/(n)=(360^\circ)/(20)=18^\circ.`

Thus, the required degree of rotation of the given polygon is 18°.