Question

Explain polynomial and its degree in detail with example. plz don't spam unwanted answer will be reported​

Answer 1

Answer:

here it is

Step-by-step explanation:

The degree of polynomials in one variable is the highest power of the variable in the algebraic expression. For example, in the following equation: x2+2x+4. The degree of the equation is 2 . i.e. the highest power of variable in the equation.

PLS MARK BRAINLIEST

Answer 2

For a multivariable polynomial, it the highest sum of powers of different variables in any of the terms in the expression. Take following example, x5+3x4y+2xy3+4y2-2y+1. It is a multivariable polynomial in x and y, and the degree of the polynomial is 5 – as you can see the degree in what the terms x5 is 5, x4y it is also 5 (4+1) and so the highest degree among these individual terms is 5.

A polynomial of two variable x and y, like axrys is the algebraic sum of several terms of the prior mentioned form, where r and s are possible integers. Here, the degree of the polynomial is r+s where r and s are whole numbers.

(if there is no use of my answer you can report )

I not want to know why you report