Question

if index of each term of algebraic expression in one variable is a ______number, then the expression is called a polynomial.
1) real
2)Natural
3) Whole
4) Interger ​

Answer 1

Step-by-step explanation:

Topic - Polynomials

Definition. An expression of the form

\quad a_{0}x^{n}+a_{1}x^{n-1}+...+a_{n-1}x+a_{n}a

0

x

n

+a

1

x

n−1

+...+a

n−1

x+a

n

,

where a_{0},\:a_{1},\:...,a_{n}a

0

,a

1

,...,a

n

are given numbers (real or complex), nn is a non-negative integer and xx is a variable, is called a polynomial in xx .

Solution:

Answer: The algebraic expression in one variable is a polynomial if the index of variable of each term is a constant number.

To understand: An algebraic expression in one variable is of the form ax+bax+b , where both aa and bb are constants with a\neq 0a



=0 .

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