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Have many sides does the polygon have if it measures 900 degrees? - Answers

Assuming 900 degrees refers to the sum of the interior angles, the interior angles of a polygon with n sides sum to (n-2)*180 degrees ie (n - 2)*180 = 900 so n - 2 = 5 or n = 7



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Have many sides does the polygon have if it measures 900 degrees? - Answers

https://math.answers.com/math-and-arithmetic/Have_many_sides_does_the_polygon_have_if_it_measures_900_degrees

Assuming 900 degrees refers to the sum of the interior angles, the interior angles of a polygon with n sides sum to (n-2)*180 degrees ie (n - 2)*180 = 900 so n - 2 = 5 or n = 7



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https://math.answers.com/math-and-arithmetic/Have_many_sides_does_the_polygon_have_if_it_measures_900_degrees

Have many sides does the polygon have if it measures 900 degrees? - Answers

Assuming 900 degrees refers to the sum of the interior angles, the interior angles of a polygon with n sides sum to (n-2)*180 degrees ie (n - 2)*180 = 900 so n - 2 = 5 or n = 7

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      Assuming 900 degrees refers to the sum of the interior angles, the interior angles of a polygon with n sides sum to (n-2)*180 degrees ie (n - 2)*180 = 900 so n - 2 = 5 or n = 7

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