Differential equations are widely used in every aspect of our life. For example: in economics, physics, engineering, while serving as a basis for building scientific developments, it is functionally used in modeling real processes, which is very important for the technological development of modern chemistry, medicine and other industries. In this sense, differentiation is widely used in practice. For example, the results of chemical reactions, laws of decomposition of substances, trends of genetic change, calculation of the company's main income, dynamics of current power over time, demographic situations in a certain region, etc., are modeled using differential equations. Learning to solve differential equations is relevant to learning about problems and shortcomings in the above fields.

Function, differential calculus, modeling, preparation, wave equation, evolution, dynamics, accelerator norm.

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