Find the degree of the following polynomial-x-3- - 17x - 21 - x-2-

Question

Toppr Admin · Accepted Answer

In the given polynomial x3-17x-x2212-21-x2212-x2- the exponents of the variable x are 3-2 and 1-We know that the highest exponent of the variable x is the degree of the polynomial-Hence- the degree of the polynomial-xA0-x3-17x-x2212-21-x2212-x2-xA0-is 3-

Find the degree of the following polynomial.
$x^{3} + 17 x - 21 - x^{2}$

In the given polynomial $x^{3} + 17 x - 21 - x^{2}$ , the exponents of the variable $x$ are $3, 2$ and $1$ .

We know that the highest exponent of the variable $x$ is the degree of the polynomial.

Hence, the degree of the polynomial $x^{3} + 17 x - 21 - x^{2}$ is $3$ .

Find the degree of the following polynomial.x3+17x−21−x2

In the given polynomial x3+17x−21−x2, the exponents of the variable x are 3,2 and 1.We know that the highest exponent of the variable x is the degree of the polynomial.Hence, the degree of the polynomial x3+17x−21−x2 is 3.

Find the degree of the following polynomial.
$x^{3} + 17 x - 21 - x^{2}$

In the given polynomial $x^{3} + 17 x - 21 - x^{2}$ , the exponents of the variable $x$ are $3, 2$ and $1$ .

We know that the highest exponent of the variable $x$ is the degree of the polynomial.

Hence, the degree of the polynomial $x^{3} + 17 x - 21 - x^{2}$ is $3$ .