Question

help in this prob..i am typing it

Answer 1

\[\sqrt{2ab-ax-bx-2\sqrt{ab(ax-bx+x ^{2)}}}\]

Answer 2

what are we supposed to do with this ?

Answer 3

the question is what are the roots ?

Answer 4

\( x \) is the variable isn't ?

Answer 5

I don't think so.

Answer 6

Anyways the roots are :\( \left\{\left\{x = \frac{2 \left(2 a^2 b-\sqrt{3 a^4 b^2+2 a^3 b^3-a^2 b^4}\right)}{a^2-2 a b+b^2}\right\},\left\{x= \frac{2 \left(2 a^2 b+\sqrt{3 a^4 b^2+2 a^3 b^3-a^2 b^4}\right)}{a^2-2 a b+b^2}\right\}\right\} \)

Answer 7

How can I solve it ?

Put \( \sqrt{2ab-ax-bx-2\sqrt{ab(ax-bx+x ^{2)}}} =0 \)

square both sides then reduce it to quadratic form,, after that ...

Answer 8

ok,i got it..thanks a lot

Answer 9

glad to help :)