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Selected Questions And Problems In Physics | R. Gladkova, N. Kutylovskaya

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Author: R. Gladkova; N. Kutylovskaya

Added by: mirtitles

Added Date: 2021-05-26

Subjects: physics, problems and solutions, molecular physics, mechanics, quantum mechanics, electrodynamics, waves, oscillations, mirtitles, mir publishers

Collections: mir-titles, additional collections

Pages Count: 300

PPI Count: 300

PDF Count: 1

Total Size: 169.93 MB

PDF Size: 6.9 MB

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Selected Questions And Problems In Physics
      
 | R. Gladkova, N. Kutylovskaya

November 27, 2022

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 | R. Gladkova, N. Kutylovskaya

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Description

This collection of questions and problems in physics is in ­
tended for the students of correspondence courses and evening
classes in interm ediate colleges and is in accord w ith the
existing curriculum.

The purpose of this book is to teach the students how to
solve problem s in physics. This should stimulate corre­spondence course students to work independently, encourage them to accumulate an adequate theoretical background, and develop in them the requisite aptitude for practical activity in various branches of the economy.

Each section begins with a brief description of the basic
theoretical concepts, laws, and formulas. This provides the
maximum possible help to correspondence course students in
solving problems. A large number of problems are supplied
with detailed solutions and an analysis of the results, while
in some cases different approaches are used to solve the same
problem so that the student can discover the most rational
form of independent study.

The theoretical material is presented in a lucid form, and
most problems are of medium complexity. However, each
section contains tougher problem s as well. Their solution
requires a broader range of theoretical data, and will fa­cilitate a deeper understanding of the physics course.

In keeping with the existing curriculum, problems in astronomy have also been included in the collection. Their solution requires the use of a star chart, which is printed on the fly-leaf.

The authors are grateful to A. L. Kosorukov, a researcher
at the Institute of  Applied Mathematics of the USSR Acad­emy of Sciences, for the help in compiling the problems

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