Mathematical analysis in examples and tasks. Tutorial. Part 2

The purpose of the training manual is to help bachelors master the basic concepts and research methods used in mathematical analysis. Part 2 proposed a cycle of practical classes in the following sections: analytical geometry in space, differential calculus of the function of several variables, local, conditional, global extremum of the function of several variables, multiple, curved and superficial integrals, elements of field theory, numerical, steppe rows, rows of Fouria , applications to the analysis and solution of applied tasks. These sections are studied in universities, as a rule, in the second semester in the framework of the discipline "mathematical analysis" or courses "Higher Mathematics", "Mathematics".
For the development of each topic, the necessary theoretical and reference material has been proposed, a large number of examples with detailed analysis and solutions are considered, and options for independent work are given. For independent preparation and quality control of the knowledge gained in each section, exercises and tasks with answers and instructions have been developed.
It is recommended to teachers, students and graduate students of universities studying higher mathematics