Given a rectangle ABCD with |AB|=a and |BC|=b.
There are two distinct equilateral triangles AEF
and AGH with points E and G on line BC and points
F and H on line CD. What is the product of the areas
of the two triangles in terms of a and b?
3[a^4+b^4-(ab)^2]. Don't ask!
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Posted by Richard
on 2005-08-22 06:50:46 |