Programming Numerical Methods in Turbo Basic

Numerical computing is an approach to solving complex mathematical problems, including solving complex systems of differential and simple equations, calculating complex integrals, etc., using only simple arithmetic operations. This approach involves formulating mathematical models of physical situations that can be solved using arithmetic operations. It requires the development, analysis, and use of algorithms, programmed in computer programming languages. The main task of using a numerical solution method is to find a solution with the required accuracy. Numerical methods are also used to approximate mathematical procedures because it is impossible to solve the procedure analytically, as the analytical method is unsolvable. In this article, the author presents original programs, written in Turbo Basic, which allow to numerically solve any differential equation, any system of differential equations, solve any equation and calculate complex integrals.