" The set of real values of "x" for which "log_(2)(x+2)/(x)<=1" is "

The set of real values of x for which log_ 0.2((x+2)/x) ≤1 is

The set of real values of x for which log_(2x + 3) x^(2)ltlog_(2x+3)(2x + 3) is (a,b) uu (b,c) uu (c,d) then

The set of real values of x for which log_(2x + 3) x^(2)ltlog_(2x+3)(2x + 3) is (a,b) uu (b,c) uu (c,d) then

The set of real values of x for which 2^("log"_(sqrt(2))(x-1)) gt x+ 5, is

The set of real values of x for which 2^("log"_(sqrt(2))(x-1)) gt x+ 5, is

Complete set of real values of x for which log_((2x-3))(x^(2)-5x-6) is defined is :

Complete set of real values of x for which log_((2x-3))(x^(2)-5x-6) is defined is :

The set of values of x for which "log"_(e) x gt (x-2)/(x) , is

The set of values of x for which "log"_(e) x gt (x-2)/(x) , is

the set of real values of x for which f(x ) = (x ) /( log x) is increasing is :