Which of the following correctly explains one method that may be used to determine the size of each angle in a regular polygon of more than four sides?

Question

Accepted Answer

Choose one vertex of the polygon and draw diagonals from that vertex to all nonconsecutive vertices. The sum of the angles of the polygon is equal to the product of the number of triangles formed and 180°. Finally, divide this sum by the number of sides of the polygon.

Answer

Choose one vertex of the polygon and draw diagonals from that vertex to all nonconsecutive vertices. The sum of the angles of the polygon is equal to the area of the triangles formed. Finally, divide the sum by the number of triangles formed.

Answer

Draw divide the sum by the number of triangles formed.

Answer

Draw all possible diagonals of the polygon. The sum of the angles of the polygon is equal to the product of the number of triangles formed and 180°. Finally, divide this sum by the number of sides of the polygon.

Which of the following correctly explains one method that may be used to determine the size of each angle in a regular polygon of more than four sides?

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Which of the following correctly explains one method that may be used to determine the size of each angle in a regular polygon of more than four sides?

❤ If you liked Fatskills, consider supporting us by checking out The Life Manuals You Never Got.

About | Explore | User Guide | Topics | Subjects | Doubt Solver | Career Aptitude Test | Answers | Free Tools | What Should We Know? Privacy | Terms |

Without work one finishes nothing. - Ralph Waldo Emerson© 2026 Fatskills.com

All trademarks, logos and brand names are the property of their respective owners. All company, product and service names used in this website are for identification purposes only. Use of these names, trademarks and brands does not imply endorsement.

About | Explore | User Guide | Topics | Subjects | Doubt Solver | Career Aptitude Test | Answers | Free Tools | What Should We Know?
Privacy | Terms |

Without work one finishes nothing. - Ralph Waldo Emerson
© 2026 Fatskills.com