Question

index form of polynomial 4x⁶-6x³+4x-2​

Answer 1

Step-by-step explanation:

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.

Note: Exponents of variables of a polynomial .i.e. degree of polynomials should be whole numbers.

How to find the Degree of a Polynomial?

There are 4 simple steps are present to find the degree of a polynomial:-

Example: 6x5+8x3+3x5+3x2+4+2x+4

Step 1: Combine all the like terms that are the terms of the variable terms.

(6x5+3x5)+8x3+3x2+2x+(4+4)

Step 2: Ignore all the coefficients

x5+x3+x2+x+x0

Step 3: Arrange the variable in descending order of their powers

x5+x3+x2+x+x0

Step 4: The largest power of the variable is the degree of the polynomial

deg(x5+x3+x2+x+x0) = 5