`a)\sqrt{4-5x}=\sqrt{x-2}` `ĐK: 4/5 <= x <= 2`
`<=>4-5x=x-2`
`<=>6x=6`
`<=>x=1` (t/m)
`b)\sqrt{7x-35}+2+\sqrt{4x-20}=\sqrt{3x-15}` `ĐK: x >= 5`
`<=>\sqrt{7}\sqrt{x-5}+2+2\sqrt{x-5}=\sqrt{3}\sqrt{x-5}`
`<=>(\sqrt{3}-\sqrt{7}-2)\sqrt{x-5}=2`
`<=>\sqrt{x-5}=2/[\sqrt{3}-\sqrt{7}-2]` (Vô lí)
`c)\sqrt{6(x-3)^2}=36`
`<=>\sqrt{6}|x-3|=36`
`<=>|x-3|=6\sqrt{6}`
`<=>x-3=+-6\sqrt{6}`
`<=>x=3+-6\sqrt{6}`