question_answer

If the zeroes of the polynomial\[6{{x}^{2}}+7\sqrt{3}x-15=0\] are \[\alpha \] & \[\beta \], then

A)  \[\alpha =\frac{-\sqrt{3}}{2}\,\,\And \,\,\beta =\frac{5\sqrt{3}}{3}\]        

B) \[\alpha =-\sqrt{3}\,\,\And \,\,\beta =5\sqrt{3}\]

C) \[\alpha =\frac{\sqrt{3}}{2}\,\,\,\And \,\,\beta =\frac{-\,5\sqrt{3}}{3}\] 

D) \[\alpha =5\sqrt{3}\,\,\And \,\,\beta =-\,\sqrt{3}\]

E)  None of these