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SOLVED:An equilateral triangle has a circle inscribed in it and is circumscribed by a circle. There is another equilateral triangle inscribed in the inner circle. Find the ratio of the areas of the outer circle and the inner equilateral triangle. (1) (16 π)/(3 √(3)) (2) (8 π)/(2 √(3)) (3) (24 π)/(3 √(3)) (4) None of these
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