The rational mind’s profound and abstract speculations since time immemorial has been the nature of truth, a deeply rooted philosophical conundrum[1], whose thought itself has revolutionized the realistic value possessed by the areas of knowledge. Truth itself preoccupies a substantial role in our daily conversations, but its multi-dimensional nature has perplexed even the most profound thinkers like Plato and Aristotle as well as recent philosophers who have failed in uncovering this mystery lying at the heart of human culture. Although the word ‘truth’ is tagged with the purpose of a utilitarian role, we humans mould it into a form recognized by the conceptual framework of our human mind, otherwise known as a schema. Hence the question of the value of truth involved in any statement is believed to be a consequence of the social constructivism based on beliefs and our rearing. Over the past years, truth has been dealt with individually in terms of its approach towards an array of knowledge areas. The ‘extent’ is an underpinning of the diverse perspectives that truth holds in a variety of areas of knowledge. Thus, it indicates not only a difference in the form of truth but also a similarity involved in deciphering the existence of truth. My essay ventures to explain the extent to which truth has been given varied significance in three distinct areas of knowledge; mathematics, arts and ethics in terms of the characteristics which define them. Since the abstract nature of truth has posed to be a universal dilemma, various theories have been formulated to gauge the truth value of any statement. Mathematics is often considered the language of certainty[2]and well-known for its infallibility and abstract thought. What makes mathematicians and philosophers believe that mathematics is closest to the absolute truth is its logical structure of methodology and judgments, and its influence on solvability to achieve an absolutely correct or incorrect answer. The mathematical truth is bound by certain rules and barriers which encompass this area of knowledge, hence a more constrained approach built on pure logic, and deductive-reasoning influences the truth involved in a mathematical stand-point. “In mathematics a statement must be true or false” is a clichéd saying and reflects the overall understanding which defines the outcome. Most mathematicians agree the fact that the set theory forms the firm foundation upon which the complex structure of math has been erected. But what intrigues these mathematicians is that can such an abstract area have any real life applications? A glimpse into the history of mathematics would surely assert the above question. For example, a number of theories in the past were thought to be a mere theoretical phenomenon but today behold a firm position in the real world. The Non-Euclidian Geometry was first considered as an idealistic branch of mathematics, but today has carved its way into the theories of relativity. In the present global situation, the population of the world has crossed the six billion mark and threatens to exponentially make its’ way up through the population charts. For example in China, in order to curb the population rush in the country, the government has pressed upon having one baby per family. From the mathematical view-point, the objective truth lies in the fact that in order to restore the habitat around us it is vital to take such a step in the interest of the future generations. From the ethical stance, their version of truth is co>