Question

What is the degree of polynomial root 3?

Answer 1

Degree of the polynomial of $\sqrt{3}$ is 0

Solution:

The degree of any polynomial is the power that is attached to its variable in this case of number, there is no variable attached to the family.

i.e., We consider $\sqrt{3}=\sqrt{3} x^{0}$  ,denotes that the variable has the zero power term.

As we can see no degree is attached like x, y or any other variable to given value, the degree of polynomial of $\sqrt{3}$  is zero.

Answer 2

Answer:

$Degree \: of \: polynomial \:\sqrt{3}\\is \:0$

Step-by-step explanation:

Degree of a term:

The degree of a term is the sum of the exponent of its variable factors.

*Degree of a constant is zero,As the constant contains no variable, it can be written as product of x° .

Degree of the constant = 0

Now,

$Degree \: of \: polynomial \:\sqrt{3}\\is\: 0 \:as \:it \:can \:be \: written \\as\:\sqrt{3} x^{0}$

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