Han claims to have drawn a regular polygon with each exterior angle equal to $$45°.5aHelpI'm still learning how to help with this question. We won't be able to chat, but I can still give hints!LessonCalculatorToolboxMoreFirst find $$n, the number of sides of such a polygon.
Question
Han claims to have drawn a regular polygon with each exterior angle equal to 45°.5aHelpI'm still learning how to help with this question. We won't be able to chat, but I can still give hints!LessonCalculatorToolboxMoreFirst find n, the number of sides of such a polygon.
Solution
Sure, I can help with that. The sum of the exterior angles of any polygon is 360°. If each exterior angle of the polygon is 45°, then we can find the number of sides (n) by dividing the total sum by the measure of each angle. So, n = 360° / 45° = 8. Therefore, Han's polygon has 8 sides.
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