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A square with sides of length s is inscribed in an equilateral triangle with sides of length t. Find the exact ratio of the area of the equilateral triangle to the area of the square.
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ok i think its something like 4s=3t but i think its wrong. thats my best shot at it lol. sorry haha
nice job nancy therefore the ratio of the areas is: \[\frac{12+ 7\sqrt{3}}{12}\]
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