Some Special Analysation on a Pythagorean Triangle which Satisfies $\alpha\left((Hypotonuse\times Perimeter)-4\left(Area\right)\right)=$ $\lambda^{2}\left(Perimeter\right)$ for Some Particular Different Values of $\alpha$
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Keywords:
Integral Solutions, Pythagorean TrianglesAbstract
We obtain non-trivial integer solutions for the sides of the Pythagorean triangle, for some particular values of $\alpha$ which satisfies $\left(\alpha ((Hypotonuse\times Perimeter)-4\left(Area\right))\right)=\lambda^{2}\left(Perimeter\right)$. A few interesting relations between the sides of the Pythagorean triangle are presented.
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