Adding Polynomials Calculator will find the sum of polynomials t^2-33t+16+6t^2-35t+18 i.e. 7 t^2 - 68 t + 34 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
The given Expression is t^2-33t+16+6t^2-35t+18
After grouping similar terms we get t^2 + 6 t^2 + (-35) t - 33 t + 16 + 18
After combining similar terms we get - 35 t + 6 t^2 + t^2 - 33 t + 16 + 18
t has similar terms (-35) t,(-33) t
t^2 has similar terms 6 t^2,t^2
By adding all the similar terms we get 7 t^2 - 68 t + 34
1. What is the addition of polynomials t^2-33t+16+6t^2-35t+18?
Addition of Polynomials t^2-33t+16+6t^2-35t+18 is 7 t^2 - 68 t + 34.
2. How to add polynomials t^2-33t+16+6t^2-35t+18 easily?
You can Add polynomials t^2-33t+16+6t^2-35t+18 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 t^2-33t+16+6t^2-35t+18?
You can get detailed procedure on addition of the polynomials t^2-33t+16+6t^2-35t+18 on our page.