Question

Solve the inequality.
$\sqrt{x-2-2{\sqrt{x-3}}} \geq 2+\sqrt{x-2+{2\sqrt{x-3}}}$

Answer 1

Answer:

the inequality.

\sqrt{x-2-2{\sqrt{x-3}}} \geq 2+\sqrt{x-2+{2\sqrt{x-3}}}

x−2−2

x−3

≥2+

x−2+2

x−3