Let F ∈ C [ X ] {\displaystyle {}F\in \mathbb {C} [X]} be a non-constant polynomial. Prove that F {\displaystyle {}F} can be decomposed as a product of linear factors.
![{\displaystyle {}F\in \mathbb {C} [X]}](https://wikimedia.org/api/rest_v1/media/math/render/svg/22b7e6b13ba51c7aad4d356f76a85a078189e056)
be a
non-constant
polynomial.
Prove that 
can be decomposed as a product of
linear factors.
