SOME OF THE ACTION BIT OF THE SERIES

Most often, mathematics is needed to process the results obtained from practice. The emergence and development of computers raised the computational function of mathematics in science to the highest level. We find a certain practical regularity with the mathematical processing of practical results. For example, Coulomb, Pascal, keiller, etc. laws would have been found this way. In computational practice, it is often necessary to perform approximate calculations.

With the help of series, you can calculate the approximate value of logarithms, roots of different degrees, trigonometric functions, the solution of equations in the near form, differential equations. In this paper, we will explain specific examples of how you can use unbounded series for the purpose of approximating a certain integral order when approximating the values of a function.

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