In a \(\Delta ABC\), let \(a,\ b,\ c\) be the lengths of the sides of the triangle such that:

- \(b^2=\dfrac{2a^4}{a^4+1}\)
- \(c^2=\dfrac{3b^6}{b^8+b^4+1}\)
- \(a^2=\dfrac{4c^8}{c^{12}+c^8+c^4+1}\)

Find the value of \(\dfrac{a}{b}+\dfrac{b}{c}+\dfrac{c}{a}\) ?

×

Problem Loading...

Note Loading...

Set Loading...