DIP: 18.02.009/20190402 
DOI: 10.25215/2455/0402009 
Abstract
Differential equation can be described as a mathematical equation which relates to some function along with its derivatives. Taking to the applications, various functions normally represent their physical quantities, while the derivatives represent its change rates, whereas the differential equation clearly defines the relationship between both of them. As such relation seems extremely frequent the differential equations plays an outstanding role at many disciplines like economics, physics, engineering and biology. Whereas, at pure mathematics, the differential equations are been studied through various perspectives, out of which the mostly are concerned to their solutions — they are the set of some functions which satisfies the equation. The uncomplicated differential equations can be solved by the unambiguous formulas; conversely some solution properties of the given differential equation can be resolute devoid of finding its exact form.
The authors profoundly appreciate all the people who have successfully contributed to ensuring this paper in place. Their contributions are acknowledged however their names cannot be mentioned. 
The author declared no conflict of interest. 
ISSN 2455-670X