Does not have any rational solution (rational root theorem). You can approximate the solutions using numerical (iterative) methods (e.g. Newton-Raphson iteration). Have you been taught any of those methods?Hi everyone,
I'm stuck with the following equation : x^2 - sqrt(2x) - 4 =0
I developed the following steps:
(x^2 -4) ^2 = sqrt(2x)^2
The outcome is: X^4 - 8x^2 -2x +16 =0
Ruffini doesn't work. How should I proceed?
Thanks
I'm afraid, I did not. Could you share any link to study such methods? Or, could you tell me how one of those methods work?Does not have any rational solution (rational root theorem). You can approximate the solutions using numerical (iterative) methods (e.g. Newton-Raphson iteration). Have you been taught any of those methods?
Do a Google search with following suggested key-word:I'm afraid, I did not. Could you share any link to study such methods? Or, could you tell me how one of those methods work?
I appreciate that