`e) \sqrt{x^2-4}-2\sqrt{x+2}=0` ĐK: `[(x>=2),(x=-2):}`
`<=> \sqrt{x-2}.\sqrt{x+2}-2\sqrt{x+2}=0`
`<=> \sqrt{x+2}(\sqrt{x-2}-2)=0`
`<=> [(\sqrt{x+2}=0),(\sqrt{x-2}=2):}`
`<=> [(x+2=0),(x-2=4):}`
`<=> [(x=-2(\text{tm})),(x=6(\text{tm})):}`
Vậy `S={-2; 6}`