Make use of our Polynomial Root Calculator & find the roots of the given polynomial 11x^2+3x+1 ie., roots as [ - 3/22 - √35 i/22, - 3/22 + √35 i/22] in no time along with a detailed solution.
Ex: x^2+5x+6 (or) x^2+6x+8 (or) x^2-49
11x^2+3x+1 has no factor.So It can not be factorized
11x^2+3x+1 can not be factorized
It simplify as 11 x^2 + 3 x + 1
Making equation 11x^2+3x+1 = 0
Finding the root by making f(x)=0
We get root of the equation is [ - 3/22 - √35 i/22, - 3/22 + √35 i/22]
1. What are the roots of Polynomial 11x^2+3x+1?
The roots of Polynomial 11x^2+3x+1 are [ - 3/22 - √35 i/22, - 3/22 + √35 i/22].
2. How do you find Polynomial Roots 11x^2+3x+1 on a calculator?
You can find polynomial roots for 11x^2+3x+1 on a calculator by just entering the polynomial expression in the input field and tap on the calculate button to get the result in no time ie., [ - 3/22 - √35 i/22, - 3/22 + √35 i/22].
3. Where do I see complete steps of solving Polynomial Roots 11x^2+3x+1?
You can see complete steps of solving Polynomial Roots 11x^2+3x+1 on our page