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To find the interior angle of a polygon with 29 sides, you can use the formula: (n-2) * 180° / n, where n is the number of sides. Plugging in 29 for n, the formula becomes (29-2) * 180° / 29 = 27 * 180° / 29 = 540° / 29 ≈ 18.62°. Therefore, the interior angle of a polygon with 29 sides is approximately 18.62 degrees.

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The interior angles of a regular or irregular polygon with 29 sides add up to 4,860 degrees

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Q: What is the interior angle of a polygon with 29 sides?
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