What is ‘Turing Machine Approach’? Explain 

Turing introduced Turing machines in the context of research into the foundations of mathematics. More particularly, he used these abstract devices to prove that there is no effective general method or procedure to solve, calculate or compute every instance of the following problem:

Entscheidungsproblem The problem to decide for every statement in first-order logic (the so-called restricted functional calculus, see the entry on classical logic for an introduction) whether or not it is derivable in that logic.

Note that in its original form (Hilbert & Ackermann 1928), the problem was stated in terms of validity rather than derivability. Given Gödel’s completeness theorem (Gödel 1929) proving that there is an effective procedure (or not) for derivability is also a solution to the problem in its validity form. In order to tackle this problem, one needs a formalized notion of “effective procedure” and Turing’s machines were intended to do exactly that.

A Turing machine then, or a computing machine as Turing called it, in Turing’s original definition is a machine capable of a finite set of configurations _____ _______ ____ ____ ______ _______ __________ _________ ______ _______.
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