We aim to build an expression for any positive integer fractional form with the help of a basic concept in mathematics. We know that any positive integer n (nβ>β1) can be expressed as the sum of two or more positive integers. Additionally, a positive integer n (nβ>β1) can be expressed as the sum of positive integers and also a positive integer n can be expressed as the sum of only fractions. However, our proposal is different: we can express the fractional form of any positive integer in an attractive manner. Through a certain identity, we fulfill this objective. For any integer n, by applying the identity, we can express it as the sum of 3n fractions.