Equations are mathematical statements that are used to estimate a value and contain one or more unknowns. Equations can use any mathematical operations such as multiplication, addition, subtraction, and division and can be established due to properties of numbers or can be filled by unknowns, which can be replaced with values to find a result. There are two types of equations: conditional equations, which are correct for specific values of the unknown, and identity equations, which are correct for all values of unknown. Equations are used in geometry to describe geometric equations and in Algebra; there are two main types of equations: linear equations and polynomial equations. Differential equations are math equations that entail some functions with their derivatives and are used to show the relationship between the two. These equations play a major role in areas such as; biology, physics, economics, and engineering.

Differential equations are math equations that entail functions with their derivatives. The equations show relations between the functions, which represent the real amounts, and derivatives, which represent their rates of change. Because such relations are very much familiar, differential equations play a major role in economics, physics, and engineering. Unlike in equations of algebra where solutions are just numbers; solutions in differential equations are not just numbers but functions. There are also several types of differential equations: linear, partial, ordinary, and non-linear differential equations. In physics, engineering, pure, and applied mathematics, differential equations is a wide area of study because these disciplines are concerned with properties of many types. In real life, DE is used for making chemical reactions in chemistry and modeling spread of disease in medicine.

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