giải pt ; [tex]\sqrt{x+4} - \sqrt{1-x}=\sqrt{1-2x}[/tex]
ĐKXĐ:....
Pt <=> $\sqrt{x+4} - \sqrt{1-2x} = \sqrt{1-x}$
=> $x+4 + 1-2x - 2\sqrt{(x+4)(1-2x)} = 1-x$
=> $-2\sqrt{(x+4)(1-2x)} = -4$
=> $\sqrt{(x+4)(1-2x)} = 2$
=> $(x+4)(1-2x) = 4$
=> $-2x^{2}+4-7x = 4$
=> $x(2x+7) = 0$
=> .....