Question

show that the product of two monic polynomial.
​

Answer 1

The polynomials in only one variable with leading coefficient , are called monic polynomials. Here has only one variable and the leading coefficient is , and thus is also monic. This completes the proof.

Answer 2

Answer:

Definition. The polynomials in only one variable with leading coefficient , are called monic polynomials.

Solution:

Let two monic polynomials be  

where  

If the products of the polynomials  and  be defined by , we can write

Here  has only one variable and the leading coefficient is , and thus  is also monic.

This completes the proof.

hope it helps

if u are satisfied with my answer u can mark me as brain list

Step-by-step explanation: