👉 Godel's theorem states that every statement provable in a formal language (i.e., one which can be expressed as a sentence of natural number formulas) is either a theorem or a provable consequence of a set of axioms. This means that there exists an algorithmic way to determine whether a given statement is true or false, based on the evidence available from previous statements in the same formal system. In other words, Godel's theorem states that any statement can be translated into a truth