Vairākargumentu funkciju teorijas pielietojumi
Loading...
Date
Authors
Advisor
Journal Title
Journal ISSN
Volume Title
Publisher
Latvijas Universitāte
Language
N/A
Abstract
Diplomdarbs ir izveidots kā praktisks palīglīdzeklis fizikas specialitātes studentiem. Darbā par vairākargumentu funkciju teorijas pielietojumiem ir apkopota pamatteorija, formulas un uzdevumu risināšanas piemēri ar risinājuma gaitas aprakstu un skaidrojumu, kā arī izveidoti 25 patstāvīgā darba uzdevumu varianti.
Diplomdarbā ir aplūkotas šādas tēmas:
1.Vairākargumentu funkcijas parciālie atvasinājumi;
2.Mainīgo transformācija funkciju diferenciālizteiksmēs;
3.Uzdevumu risināšanas piemēri;
4.Patstāvīgā darba uzdevumu varianti;
The diploma paper has been made as a practical supplementary material for the students of Physics. Here has been summarized the basic theory on how to use multi-argument fluent, there are also formulae and samples of task solving with a complete description of solving process and explanations, as well as there are 25 variants for students’ independent work. The following themes have been discussed in the diploma paper: 1.Partial fluxions of multi-argument fluent; 2.Transformation of the variables in the differential aspects; 3.Task solving samples; 4.Tasks in variants for independent wok. 5.Key words: theory of multi-argument fluent, transformation of the variables in the differential aspects;
The diploma paper has been made as a practical supplementary material for the students of Physics. Here has been summarized the basic theory on how to use multi-argument fluent, there are also formulae and samples of task solving with a complete description of solving process and explanations, as well as there are 25 variants for students’ independent work. The following themes have been discussed in the diploma paper: 1.Partial fluxions of multi-argument fluent; 2.Transformation of the variables in the differential aspects; 3.Task solving samples; 4.Tasks in variants for independent wok. 5.Key words: theory of multi-argument fluent, transformation of the variables in the differential aspects;