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The ratio between the areas of equilateral triangles $\triangle BXY$ and $\triangle BAC$ is $1:4.$ If $AC=6,$ what is $XY?$

The ratio between the areas of equilateral triangles $\triangle BXY$ and $\triangle BAC$ is $1:4.$ If $AC=6,$ what is $XY?$
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The ratio between the areas of equilateral triangles $\triangle BXY$ and $\triangle BAC$ is $1:4.$ If $AC=6,$ what is $XY?$

The ratio between the areas of equilateral triangles $\triangle BXY$ and $\triangle-example-1
User Dhagz
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5 votes

Answer: b y c a x b is the answer

:

User Powlette
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