# Addition of Polynomials 7t^2-29t+12-16t^2-2t+20

Adding Polynomials Calculator will find the sum of polynomials 7t^2-29t+12-16t^2-2t+20 i.e. - 9 t^2 - 31 t + 32 along with a detailed explanation on how to approach.

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

Calculate Addition of given Polynomials:

## Step by Step Solution to add polynomials 7t^2-29t+12-16t^2-2t+20

The given Expression is 7t^2-29t+12-16t^2-2t+20

After grouping similar terms we get - 16 t^2 + 7 t^2 - 29 t + (-2) t + 12 + 20

After combining similar terms we get - 2 t - 16 t^2 + 7 t^2 - 29 t + 12 + 20

t has similar terms (-2) t,(-29) t

t^2 has similar terms (-16) t^2,7 t^2

By adding all the similar terms we get - 9 t^2 - 31 t + 32

### FAQs on Addition of Polynomials 7t^2-29t+12-16t^2-2t+20

1. What is the addition of polynomials 7t^2-29t+12-16t^2-2t+20?

Addition of Polynomials 7t^2-29t+12-16t^2-2t+20 is - 9 t^2 - 31 t + 32.

2. How to add polynomials 7t^2-29t+12-16t^2-2t+20 easily?

You can Add polynomials 7t^2-29t+12-16t^2-2t+20 by simply arranging the like terms and then adding them up together.

3. Where do I get the detailed procedure on addition of the polynomials 7t^2-29t+12-16t^2-2t+20?

You can get detailed procedure on addition of the polynomials 7t^2-29t+12-16t^2-2t+20 on our page.