`\qquad \sqrt{9-2\sqrt{14}}`
`=\sqrt{7-2\sqrt{14}+2}`
`=\sqrt{(\sqrt{7})^2-2.\sqrt{7}.\sqrt{2}+(\sqrt{2})^2}`
`=\sqrt{(\sqrt{7}-\sqrt{2})^2}`
`=|\sqrt{7}-\sqrt{2}|=\sqrt{7}-\sqrt{2}` (vì `\sqrt{7}>\sqrt{2}`)
Vậy: `\sqrt{9-2\sqrt{14}}=\sqrt{7}-\sqrt{2}`