Question

Give one example of a binomial of degree 27 and monomial of degree 49 and trinomial
of degree 36.

Answer 1

Binomial means having 2 terms so binomial of degree 27 is x^27 + y ..... Monomial means having only one term so monomial of degree 49 is x^49 and trinomial means having three terms so trinomial of degree 36 is x^36 + y + 2

Answer 2

Answer:

By definition,  

Monomial – An expression containing only “1 term”.

Binomial – An expression containing “2 terms”.

Trinomial – An expression containing “3 terms”.

“Degree of the expression” is the “highest power” of the variable involved.

Binomial of “degree 27” :  i.e., "two terms" with highest degree as 27.

$2x^{27}+35$

Monomial of “degree 49” : i.e., "one term" with highest degree as 49.  

$3x^{49}$

Trinomial of “degree 36” :  i.e., "three terms" with highest degree as 36.

$6x^{36}-5x^5+54$