1. Introduce new variable u =. Then the polynomial takes the form . 2. Find the roots of the polynomial . For it, solve the quadratic equation = . Use the quadratic formula. You will get = = . So, = and = . 3. Hence, the quadratic polynomial is = = (2u-3)*(4u-1). Correspondingly, the original polynomial factorization is = . 4. Next, you can factor further each of the two factors above to get = . It is what you were asking for.
------- Replacing
------- Factoring further