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In triangle ABC right angled at C, angle A =pi/6 and AC = rt3, three points D, E, F are taken on sides AB,BC,CA respectively, such that triangle DEF is equilateral. If BE= 1/2, then the square of length of side of triangle DEF is equal to
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\(AC = rt3\) ?
(3)^1/2
@rational ?
Is the biggest equilateral triangle that can be inscribed in a triangle the biggest equilateral triangle that can be inscribed in the incircle of that triangle?
may be
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is the answer 7/16 ?
yeah
how?? :O
|dw:1431695071542:dw|
\(AC=\sqrt{3} \implies BC=1,~AB=2\) : |dw:1431695196788:dw|
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