`\sqrt{9x+9}-\sqrt{25x+25}+\sqrt{36x+36}=8` `ĐK: x >= -1`
`<=>3\sqrt{x+1}-5\sqrt{x+1}+6\sqrt{x+1}=8`
`<=>4\sqrt{x+1}=8`
`<=>\sqrt{x+1}=2`
`<=>x+1=4`
`<=>x=3` (t/m)
a) \(\sqrt{9x+9}-\sqrt{25x+25}+\sqrt{36x+36}=9\)
\(3\sqrt{x+1}-5\sqrt{x+1}+6\sqrt{x+1}=8\)
\(4\sqrt{x+1}=8\)
\(\sqrt{x+1}=\dfrac{8}{4}\)
\(\sqrt{x+1}=2\)
\(x+1=2^2\)
\(x+1=4\)
`=>x=3`