17. How many sides are there in a regular polygon if each
interior angle measures 165°?plz help me
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Let us assume that the number of sides of a regular polygon is represented by n. We know that the measure of each interior angle of a regular polygon the formula is given by 180∘(n−2)n. Thus, the regular polygon with interior angle each measuring 165∘ is a 24-sided polygon
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Explanation:
Let us assume that the number of sides of a regular polygon is represented by n. We know that the measure of each interior angle of a regular polygon the formula is given by 180∘(n−2)n. Thus, the regular polygon with interior angle each measuring 165∘ is a 24-sided polygon.
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