The sum of the measure of exterior angles (in degrees) of a polygon with n sides is ___.

180(n - 2)

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(n - 2)/180

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360

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180(n + 2)

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Solution

The correct option is C 360
Sum of exterior angles of any polygon = 360°

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Similar questions

Find the measure of angles.

1. Sum of interior angles of polygon with 4 sides ______

2. Sum of int. angles of polygon with 8 sides. ________

3. Sum of int. angles of polygon with n sides ____

4. Sum of int. angles of a polygon with 8 sides ___________

5. Each exterior angle of a regular polygon of 10 sides ________

nA = 360^{\circ}

A

n

50^{\circ}

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