МЕТОДЫ ВЫЧИСЛЕНИЯ ИНТЕГРАЛОВ. МЕТОДЫ ИНТЕГРИРОВАНИЯ ПО ЧАСТЯМ. МЕТОДЫ ЗАМЕНЫ ПЕРЕМЕННЫХ
DOI:
https://doi.org/10.5281/zenodo.17745475Аннотация
В данной статье анализируются основные методы вычисления интегралов, в частности, методы интегрирования по частям и замены переменных. Эти методы позволяют упрощать и решать интегралы от сложных функций. Метод интегрирования по частям используется для нахождения интеграла от функций в виде произведений и основан на правилах дифференцирования и интегрирования. Метод замены переменных упрощает сложные функции и облегчает вычисление интеграла. Статья посвящена применению этих методов на простых примерах, а также теоретическим правилам.
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