the product of a linear monomial and a linear binomial will be
[tex]\rm = (cx)\times(ax + b)[/tex] which will comes out to [tex]\rm acx^2 + bcx[/tex] that is a linear quadratic higgest power of x
Lets understand,
What is Linear monomial?
A Linear monomial is an Expression that has only one given term & whose power or highest degree is one. It cannot take any addition or subtraction signs monomial is an linear expression that has only a single non-zero term. Monomials can be numbers, variables, or numbers multiplied with variables.
Examples of linear monomial:-
For example, [tex]\rm 2, ab, and\; 42\;xy[/tex] are examples of a monomial. A few other examples of monomials are [tex]\rm 5x, 5x^3 , 7xy,x^5 .[/tex]
Therefore, the product of a linear monomial and a linear binomial will be
[tex]\rm = (cx)\times(ax + b)[/tex] which will comes out to [tex]\rm acx^2 + bcx[/tex] that is a quadratic with higgest power of x.
Learn more about Linear Monomial or Binomial here:
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