Ant'ye, Mantissa and Its Applications (Continued)

Authors

  • Pulatov Bahram Nigmatovich Associate Professor, Oriental University,Candidate of Physical and Mathematical Sciences, Uzbekistan
  • Jumaniyozov Kudrat Sapoevich Associate Professor, Candidate of Pedagogical Sciences, Oriental University, Uzbekistan

Keywords:

Ant’e, mantissa, sequences

Abstract

This article provides theoretical and practical information as well as proofs about the antyle and mantissa, and highlights the main points of it. It also suggests methods for solving several complex and Olympic-type problems with the help of the antyle and mantissa.

References

ILSemyenov "Ant'ye i mantissa" Sbornil zadach

c solution". IPM im. MB Keldisha 2015g.

MA Mirzaahmedov, DA Sotiboldiev “Preparing students for mathematical olympiads”. Tashkent, “Teacher” 1993.

Agakhanov NX, Bagdanov II, Kajevnikov PA Mathematics. Regional Olympiad. Class 8-11.- Prosvesheniye, 2010.

Add T. , Andrica D. Problems for Mathematical Contests. - GIL Publishing House, 2003.

Internet resources:

Olymp.msu.ru - the official portal of the Olympic Games "Lomonosov".

Rroblems.ru

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Published

2025-07-31

Issue

Vol. 5 No. 07 (2025): Volume 05 Issue 07

Section

Articles

License

Copyright (c) 2025 Pulatov Bahram Nigmatovich, Jumaniyozov Kudrat Sapoevich

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.