Đáp án+Giải thích các bước giải:
Ta có:
`(|\sqrt{2-x_1}+1|-|\sqrt{2-x_2}+1|)/(x_1-x_2)`
`=(\sqrt{2-x_1}+1-\sqrt{2-x_2}-1)/(x_1-x_2)`
`=(\sqrt{2-x_1}-\sqrt{2-x_2})/(x_1-x_2)`
`=-(\sqrt{2-x_2}-\sqrt{2-x_1})/((2-x_2)-(2-x_1))`
`=-(\sqrt{2-x_2}-\sqrt{2-x_1})/((\sqrt{2-x_2}-\sqrt{2-x_1})(\sqrt{2-x_2}+\sqrt{2-x_1}))`
`=-1/(\sqrt{2-x_2}+\sqrt{2-x_1})`