`#AkaShi`
`(2x)/(x-25)+5/(\sqrt{x}-5)+5/(\sqrt{x}+5) ( x>= 0 ; x \ne 25)`
`=(2x)/(x-25)+(5(\sqrt{x}+5))/(x-25)+(5(\sqrt{x}-5))/(x-25)`
`=(2x+5\sqrt{x}+25+5\sqrt{x}-25)/(x-25)`
`=(2x+10\sqrt{x})/(x-25)`
`=(2\sqrt{x}(\sqrt{x}+5))/(x-25)`
`=(2\sqrt{x})/(\sqrt{x}-5)`
..................
`(2\sqrt{x})/(\sqrt{x}-5)=-1/3`
`⇔-\sqrt{x}+5=6\sqrt{x}`
`⇔7\sqrt{x}=5`
`⇔\sqrt{x}=5/7`
`⇔x=25/49`
Vậy `P=-1/3` thì `x=25/49`