Consider a set called FINITE_TM that contains Turing Machines (TMs) where L(m) represents the language accepted by the TM m. If a TM belongs to FINITE_TM, it means the language it accepts has a finite number of strings. Is there a Turing Machine that can definitively determine whether any given TM belongs to FINITE_TM?
A. Yes, there definitely exists such a Turing Machine.
B. No, it's impossible to create a Turing Machine that can always decide this.