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Created By : Rina Nayak

Reviewed By : Rina Nayak

Last Updated : Apr 18, 2023


Determining Polynomial of Descending Order of 2x^13-x^12+3+6x^11 is easy by checking the following method. We will explain the method clearly so you can rearrange any polynomial from now on with ease!

Ex: x^5+x^5+1+x^5+x^3+x (or) x^5+3x^5+1+x^6+x^3+x (or) x^3+x^5+1+x^3+x^3+x

Use '^' for exponent

Arrange Polynomials in Descending Order:

Solution for Determining Polynomial of Descending Order of 2x^13-x^12+3+6x^11

Given Polynomial is 2x^13-x^12+3+6x^11

First, identify the degree of exponents for each of the parts of the polynomial.

6 x^11 —-> 11

2 x^13 —-> 13

- x^12 —-> 12

3 —-> 0

Now, arrange the degrees in descending order from the greatest to the smallest value.

13, 12, 11, 0

After this, match the terms with the respective degrees in descending order.

2 x^13 - x^12 + 6 x^11 + 3

Therefore, when we arrange the polynomial 2x^13-x^12+3+6x^11 in descending order, we get 2 x^13 - x^12 + 6 x^11 + 3

FAQs on Descending Order Polynomial of 2x^13-x^12+3+6x^11

1. How to do the Polynomial of descending order of 2x^13-x^12+3+6x^11?

You can simply find out the 2x^13-x^12+3+6x^11 polynomial in descending order by using our handy tool.


2. What is 2x^13-x^12+3+6x^11 in descending order?

The polynomial 2x^13-x^12+3+6x^11 in descending order can be written as 2 x^13 - x^12 + 6 x^11 + 3.


3. How to arrange 2x^13-x^12+3+6x^11 in descending order?

First, identify the degrees for each term of the polynomial. Then, rearrange them according to descending order from highest to lowest. Next, match the terms to their respective positions in descending order. You will get 2 x^13 - x^12 + 6 x^11 + 3.


4. What is the highest degree in 2x^13-x^12+3+6x^11?

The highest degree of polynomial 2x^13-x^12+3+6x^11 is 13.


5. From where can I avail the elaborate solution steps on Polynomials of descending order of 2x^13-x^12+3+6x^11?

You can avail the elaborate solution steps on Polynomials of descending order of 2x^13-x^12+3+6x^11 on our page.