Question

What is the degree of the
monomial 3x^10

Answer 1

That is a tenth degree equation.
The degree of an equation is the highest power it contains.

Answer 2

`n=10`

Explanation:

A monomial is an algebraic expression in which the only operations that appear between the variables are the product and the power of the natural exponent.

Given a variable
`x`, a natural number
`a` and a real number
`n` the expression:

`ax^n`

Is a monomial.

Where:

`a=Coefficient\\n=Monomial\hspace{3} degree`

Given this monomial:

`3x^(10)`

You can extract the following information:

`a=3\\n=10`

So we can conclude that the degree of the monomial is 10