question_answer

What is the relation between the zeros and the coefficients of the polynomial \[4\sqrt{3}{{x}^{2}}+5x-2\sqrt{3}\]?

A) \[\text{Sum of zeros }=\frac{-(\text{coefficient of x})}{(\text{coefficient of }{{\text{x}}^{\text{2}}})}\]

B)  \[\text{Sum of zeros }=\frac{(\text{coefficient of x})}{(\text{coefficient of }{{\text{x}}^{\text{2}}})}\]

C)  \[\text{Sum of zeros }=\frac{(\text{coefficient of }{{\text{x}}^{2}})}{(\text{coefficient of x})}\]

D)  \[\text{Sum of zeros }=\frac{(\text{coefficient of }{{\text{x}}^{2}})}{cons\tan t}\]