Question

kl +lm and k-l multiple the binomials

Answer 1

this is the multiplication of the following binomials

Answer 2

$k^2l-kl^2 + klm-l^2m$ is the Answer

Step-by-step explanation:

As we know that,  

• A Polynomial having a single term is called Monomial.  

whereas

• A polynomial having a sum of two terms (Each term is a Monomial) is termed as a Binomial.

• Consider two binomials as kl + lm and k-l

Now,to get the product of two binomials kl + lm and k-l we use the

distributive law i.e. $(kl + lm) \times ( k-l)$

= kl(k) + kl(-l) + lm(k) + lm(-l)  

= $k^2l-kl^2 + klm-l^2m$

Therefore , the product of (kl + lm) and ( k-l) is $k^2l-kl^2 + klm-l^2m$