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Ignacio Larrosa Cañestro wrote:
> En el mensaje:4qn6hkFo2rfrU1@xxxxxxxxxxxxxx,
> Ignacio Larrosa Cañestro <ilarrosaQUITARMAYUSCULAS@xxxxxxxxxxx> escribió:
> > En el mensaje:1162234516.679131.137920@xxxxxxxxxxxxxxxxxxxxxxxxxxx,
> > Narasimham <mathma18@xxxxxxxxxxx> escribió:
> >> Ignacio Larrosa Cañestro wrote:
> >>> En el mensaje:1162228962.880323.177660@xxxxxxxxxxxxxxxxxxxxxxxxxxx,
> >>> Narasimham <mathma18@xxxxxxxxxxx> escribió:
> >>>> If in a triangle ABC,<)B = n*<)A where n is an integer equal or
> >>>> greater than 2, find f(a,b,c,n) = 0.
---
The pattern of results simplified by Ignacio so far for n = 3 and 4
seem to get into a definite pattern of f(a, b, c, n) = 0 as:
(b + a)(b - a) = a c
(b + a)(b - a)^2 = a c^2
(b + a)^2(b - a)^2 = a c (a c + b^2 + c^2 - a^2)
whether Maple/Mathematica would simplfy for a general n in terms of
Tschebycheff expressions?
Regards,
Narasimham
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