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- Thread starter Wilmer
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- Feb 5, 2012

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Hi Wilmer,4 right triangles; short leg - longer leg - hypotenuse :

a - b - c

d - e - c

d - f - b

a - f - e

HINT: a = 448 (which to my surprise is lowest case)

So I think the challenge here is to find the lengths of \(a,b,c,d,e\mbox{ and }f\). Isn't? I don't know if there's a unique answer to this question. But it seems to me that,

\[a=3,\,b=4,\,c=5,\,d=1,\,e=\sqrt{24},\,f=\sqrt{15}\]

satisfies all the restrictions that you have imposed.

Kind Regards,

Sudharaka.

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