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Question -

√3x2 – √2x + 3√3 = 0



Answer -

Given quadratic equation,

√3x2 –√2x +3√3 = 0

On comparing it with ax2 + bx + c =0, we have

a =√3, b =-√2, and c =3√3

So, the discriminant of the given equation is

D = b2 –4ac =(-√2)2 – 4 × √3 × 3√3 = 2 – 36 =–34

Hence, the required solutions are:

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