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A circle has a radius of 6 in. The circumscribed equilateral triangle will have an area of:
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Hey there, \(\Large\bf \color{#CC0033}{\text{Welcome to OpenStudy! :)}}\)
Gimme a sec, trying to remember how to do this kind of problem.
k
Ooo is the circle inside the triangle, or the triangle is inside the circle? Grrrr >.< my brain! It's a circle inside of a triangle right? :p
inscribed is inside circumscribed is outside
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Circumscribed triangle, so the triangle surrounds the circle, yes? I hope I'm reading that correctly..
|dw:1402450165877:dw|Let's draw our radius right here, so it's `perpendicular` to the side of the triangle.
Since it's an equilateral triangle, each angle is 60 degrees.
|dw:1402450318110:dw|
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