**find the zeroes of the quadratic polynomial âˆڑ3×2+10x+7âˆڑ3?**Welcome to our dear students who follow our educational website, we are pleased with your interaction with us in asking questions and giving us confidence in answering your questions and inquiries through the site that gives you the model answers, and in the following lines we put for you “find the zeroes of the quadratic polynomial âˆڑ3×2+10x+7âˆڑ3?”

## find the zeroes of the quadratic polynomial âˆڑ3×2+10x+7âˆڑ3?

The zero of the function is the value of the factor (x) that makes the value of the function equal to zero. You usually try to find the zeros of a function to find an “answer” to a polynomial equation, such as x2 + 4x +3 = 0 .

### How many zeros of the function?

The number of imaginary zeros can be determined using the Fundamental Theorem of Algebra and Descartes’ Law of Signs. It is noted that the degree of the function is six according to the basic theory of algebra, so the function will give the product of six zeros (and they can be real or imaginary zeros or both)

### How many roots?

Polynomial roots are also called their zeros, because the roots are the x-values of the function equal to zero, and when it comes to finding roots you have multiple techniques at your disposal, and factoring is a method you will use frequently although graphs can also be useful, higher study Degree of the polynomial and this is the term with the highest exponent, and this exponent is the number of roots that the polynomial will have, so if the highest exponent of the polynomial is 2 it will have two roots, and if the highest exponent is 3 it will have three roots and so on.