Question

a polynomial may be a multinomial but every multinomial need not be a polynomial? why?​

Answer 1

Answer:

Step-by-step explanation:

Multinomial:  

An algebraic expression having two or more (unlike) terms is called a Multinomial.  

3 − 2x is a multinomial having 2 terms,

Polynomials :

An algebraic expression in two or more variables is called a Polynomial if the Power of every variable in each term is a whole number.

(A0)x^n + (A1)x^(n - 1) + (A2)x^(n - 2) + ............An .

3x^3 + 2x^2 - 14x + 22 is a polynomial, but not a multinomial.

Answer 2

Answer: - because multinomial is a type of polynomial with 4 or more variables.

1. A polynomial is an algebraic expression with 1, 2 and 3 variables.

2. Multinomial is an algebraic expression containing more than one term or polynomial. It should have at least two terms.

3. A multinomial is not a type of polynomial. As polynomials are limited to positive integers powers of variables. A multinomial can contain square root of variables.

For Example:- 5x^2 - 2x is a multinomial having 2 terms.

To know more about this topic please go through the following links:

link 1: brainly.in/question/9587037?

link 2: brainly.in/app/ask?

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