Well I think if I were in a gravity free space and was rotating then will I be able to stop myself completely by moving my hands away from my body and hence increasing moment of inertia($I $) and decreasing the the angular velocity as angular momentum would be conserved?
My doubt is that whether I would be able to stop completely or just be able to decrease my angular velocity( $\omega $)
cause if angular momentum is conserved then $I\omega $should be constant. But then if $\omega $ is 0 then I should be rather infinity , so does it mean that I would never be able to stop ?
Am I thinking correctly ? Or is there any other way round?