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Geometry \newline> G. 33 Exterior angles of polygons MQ77\newlineLearn with an example \newline⌣ or Watch a video (D)\newlineThe diagram shows a convex polygon.\newlineWhat is the sum of the exterior angle measures, one at each vertex, of this polygon?\newlineSubmit

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Q. Geometry \newline> G. 33 Exterior angles of polygons MQ77\newlineLearn with an example \newline⌣ or Watch a video (D)\newlineThe diagram shows a convex polygon.\newlineWhat is the sum of the exterior angle measures, one at each vertex, of this polygon?\newlineSubmit
  1. Question Prompt: The question_prompt: What is the sum of the exterior angle measures, one at each vertex, of a convex polygon?
  2. Property of Exterior Angles: The sum of the exterior angles of any convex polygon is always 360360 degrees, regardless of the number of sides the polygon has. This is a well-known geometric property.
  3. Conclusion: There is no need for further calculations or steps, as this property holds true for all convex polygons. Therefore, we can directly state the answer.

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