Question

Binomial of 35 and monomial of 100

Answer 1

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Write an example of each polynomial:

• Binomial with degree of 35
• Monomial with degree of 100

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(i)

Binomial : A polynomial with 2 terms.

A binomial with the degree 35 means a polynomial with 2 terms with the highest degree as 35.

It can be :

• $\sf{ {2z}^{35} + 27 }$
• $\sf { {134x}^{35} - 82}$

Here terms are two with highest degree of 35.

(ii)

Monomial : A polynomial with only 1 term.

A monomial with degree 100 means a polynomial with 1 term with the highest degree as 100.

It can be :

• $\sf { {32x}^{100} }$
• $\sf{{12z}^{100} }$

Here there are single terms but with highest degree of 100.