Question

Give one example each other of binomial of degree 35, and of a monomial of degree 100.​

Answer 1

x100 is a monomial since it is having only one term and the degree is 100 as the highest power is 100.

Thus, x35−1is a binomial of degree 35 and x100is a monomial of degree 100.

Answer 2

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Answer:

Binomial of degree 35: A polynomial having two terms and the highest degree 35 is called a binomial of degree 35

Eg :- $3^{35} +5$

Monomial of degree 100: A polynomial having one term and the highest degree 100 is called a monomial of degree 100

Eg :-  $4^{100}$