Решите неравенство x^(_2 sqrt(x)) (2)/(sqrt(x)) .
x^(_2 sqrt(x)) (2)/(sqrt(x)) 2^((1)/(2)_2^2 x) 2^(1 - (1)/(2)_2 x) (1)/(2)_2^2 x 1 - (1)/(2)_2 x (_2 x + 2)(_2 x - 1) 0 cases x > 0 (x - 1/4)(x - 2) 0 cases x in ( 0, (1)/(4) ] U [2, +inf).
x \in \left( 0, \frac{1}{4} \right] \cup [2, +\infty)