Question 1095251
Undefined for x at 3 and at x at 0.


{{{x/(x-3)>=(2x-11)/(2x)}}}

{{{x/(x-3)-(2x-11)/(2x)>=0}}}

{{{(x*2x-(2x-11)(x-3))/(2x(x-3))>=0}}}


{{{(2x^2-(2x^2-11x-6x+33))/(2x(x-3))>=0}}}


{{{(2x^2-2x^2+17x-33)/(2x(x-3))>=0}}}


{{{(17x-33)/(2x(x-3))>=0}}}
Critical x values at  3, 0, 33/17.


Check any value in EACH of these intervals to find which intervals are solutions of the inequality:
{{{system(-infinity<x<0,0<x<=33/17,33/17<=x<3,3<x<infinity)}}}