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sábado, 6 de novembro de 2021

Сборник задач по высшей математике by В.П. Минорский -Problems in Higher Mathematics by Minorsky (RUSSIAN VERSION AND ENGLISH VERSION)

Problems in Higher Mathematics Minorsky V.P.  (ENGLISH VERSION)

 A collection of 2570 problems in analytic geometry and mathematical analysis for university engineering students. As each section opens with the formulas, definitions and other theory needed for solution of the problems that follow, and answers and indications on how to go about the solution are provided for many of the problems, the book can be used either under the supervision of an instructor or for independent study by correspondence and extramural students. Each section closes with questions for revision, this material constituting one third of the volume of the book.


Сборник задач по высшей математике by Василий Павлович Минорский (RUSSIAN VERSION)

PROBLEMAS DE ALGEBRA SUPERIOR-FADDDIEV,SOMINSKY ( SPANISH VERSION RUSSIAN VERSION AND ENGLISH VERSION)-Дмитрий Константинович Фаддеев. Илья Самуилович Соминский. СБОРНИК ЗАДАЧ по высшЩЕЙ АЛГЕБРЕ. М., 1977-Problems in Higher Algebra D. K. Faddeev, I. Sominsky--


PROBLEMAS DE ALGEBRA SUPERIOR-FADDDIEV,SOMINSKY

LINK EN LA WEB: 

LINK ORIGINAL: https://pt.br1lib.org/book/997542/76c12f

LINK ALTERNATIVO MEDIAFIRE:

https://www.mediafire.com/file/3c2leq3xh8kznuk/FaddeevSominskij1977ru.pdf/file

Дмитрий Константинович Фаддеев. Илья Самуилович Соминский. СБОРНИК ЗАДАЧ по высшЩЕЙ АЛГЕБРЕ. М., 1977



LINK EN LA WEB: https://ikfia.ysn.ru/wpcontent/uploads/2018/01/FaddeevSominskij1977ru.pdf

Problems in Higher Algebra D. K. Faddeev, I. Sominsky 

This book of problems in higher algebra grew out of a course of instruction at the Leningrad State University and the Herzen Pedagogical Institute. It is designed for students of universities and teacher's colleges as a problem book in higher algebra. The problems included here are of two radically different types. On the one hand, there are a large number of numerical examples aimed at developing computational skills and illustrating the basic propositions of the theory. The authors believe that the number of problems is sufficient to cover work in class, at home and for tests. On the other hand, there are a rather large numb:x of problems of medium difficulty and many which will demand all the initiative and ingenuity of the student. Many of the problems of this category are accompanied by hints and suggestions to be found in Part I I. These problems are starred. Answers are given to all problems, some of the problems are supplied with detailed solutions. 


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