A Study on the Usage of Number Theory for the Formulation of Mathematical Problems

Abstract

Number theory (or arithmetic or higher arithmetic in more seasoned utilization) is a part of unadulterated science committed principally to the investigation of the integers and integer-esteemed functions. German mathematician Carl Friedrich Gauss said that Arithmetic is the sovereign of technical disciplines—and number theory is the sovereign of science. Number scholars study prime numbers just as the properties of articles made out of integers (for instance, sound numbers) or characterized as speculations of the integers (for instance, algebraic integers). The current paper highlights the usage of number theory in the mathematical problems.