Question

please solve the above answer​

Answer 1

Answer:

Step-by-step explanation:

to find which type of root it is we should calculate discriminant (b^2-4ac)

which is,

-36<0   so the root is imaginary roots

splitting middle term of this equation we get,

x^2-3$\sqrt{3}$x+$\sqrt{3}$x-9=0

taking common terms we get,

x(x-3$\sqrt{3}$)+$\sqrt{3}$(x-3$\sqrt{3}$)

so the required roots of the equation are:

(x+$\sqrt{3}$) and (x-$\sqrt{3}$)

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