Hi, All! Let's consider definition of REDUCED MODULES and TORSION MODULES:
A reduced module C is defined by the property that $Hom (A, C ) = 0$ for every divisible module A.
A left module A will be called a torsion module if $Hom (A, C) = 0$ for every torsion-free module C.
I can not find any example about reduced module and torsion module in this sense.
Please help me find some. I really appreciate your ideas!