Find the number of sides in a regular polygon, if its interior angle is: 150°
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Answer
Let no.of.sides of regular polygon be n. Each interior angle = 150° $\therefore \frac{(2 n -4) \times 90^{\circ}}{ n }=150^{\circ}$ 180n - 360° = 150n 180n - 150n = 360° 30n = 360° n = 12
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