
PLease also tell how u got to the answer as I want to know the way to solve further questions

PLease also tell how u got to the answer as I want to know the way to solve further questions
On
By Vieta's formulas, letting $\alpha$ be the other root, $$1+\alpha=-\frac{b(c-a)}{a(b-c)}\iff \alpha=-\frac{b(c-a)}{a(b-c)}-1=\frac{c(a-b)}{a(b-c)}.$$
Take the product of the two roots, say $\;1,w\;$ and use Viete's formulae:
$$w=1\cdot w=\frac{c(a-b)}{a(b-c)}$$