Đáp án + Giải thích các bước giải:
`(\sqrtx+1)/(\sqrtx-1)-\sqrt{(\sqrtx+1)/(\sqrtx-1)}(x\ge0;x\ne1)`
`=(\sqrtx+1)/(\sqrtx-1)-(\sqrt{\sqrtx+1})/(\sqrt{\sqrtx-1})`
`=(\sqrtx+1)/(\sqrtx-1)-(\sqrt{(\sqrtx+1)(\sqrtx+1)})/(\sqrt{(\sqrtx-1)(\sqrtx+1)})`
`=(\sqrtx+1)/(\sqrtx-1)-(\sqrt{(\sqrtx+1)^2})/(\sqrt{x-1})`
`=(\sqrtx+1)/(\sqrtx-1)-(|\sqrtx+1|)/(\sqrt{x-1})`
`=(\sqrtx+1)/(\sqrtx-1)-(\sqrtx+1)/(\sqrt{x-1})`