The conventional cosmological models, principally the Lambda-CDM framework, estimate the universe’s age to be approximately 13.8 billion years, and recent alternative analyses of the same redshift phenomena propose a significantly different timeline of about 26.7 billion years. Such estimates rely on well established physical laws, cosmological measurements, and assumptions surrounding the Big Bang model. In this paper, we will re examine the notion of the age of the universe from a more foundational, mathematical, and conceptual standpoint. By considering the idea that any finite measure or form is negligible compared to the infinite extent of the cosmos, we explore the limit of a diminishing quantity as it approaches zero. I have used a limit based argument, and also have invoked Gödel’s Incompleteness Theorems to highlight the inherent limitations in proving or disproving statements proposing truth within any formal axiomatic system. The result of the proposed equation is that it suggests that the notion of a definitive age for the universe is inherently flawed, as there is no age you could assign to it — the universe was, is, and will always be there — it is eternal.