Ant’ye, mantissa va uning tatbiqlari

Hamid  Bobojonov

doi:10.47689/2181-1415-vol4-iss7/S-pp270-275

Khamid Bobojonov Mathematics teacher, Academic Lyceum at Urgench State University

DOI

https://doi.org/10.47689/2181-1415-vol4-iss7/S-pp270-275

Keywords

Antye , mantissa , sequences , functions in R set , definition of integral , canonical decomposition , bounded functions

Abstract

This article provides theoretical and practical information as well as proofs about the Antye and Mantissa, and highlights the main points of it. It also suggests methods for solving several complex and Оlimpiad–type problems with the help of the Antye and Mantissa.

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References

I.L.Semyenov “ Ant’ye i mantissa” Sbornil zadach

c resheniyemi”. IPM im. M.B. Keldisha 2015g.

M.A.Mirzaahmedov, D.A.Sotiboldiyev “ O‘quvchilarni matematik olimpiadalarga tayyorlash”. Toshkent, „O‘qituvchi“ 1993-y.

Agaxanov N.X. , Bagdanov I.I. , Qajevnikov P.A. Matematika . Oblastniye olimpiadi. 8-11 klassi.- Prosvesheniye , 2010 g.

Adressqu T . , Andrica D. Problems for Mathematical Contests. – GIL Publishing House , 2003 g.

Internet- resurslar:

Olymp.msu.ru – Ofitsialniy portal olimpiadi shqolniqov “ Lomonosov”.

Rroblems.ru

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PDF (O'zbek)

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Published

2023-08-30

How to Cite

Bobojonov, K. . (2023). Antye, Mantissa and its applications. Society and Innovation, 4(7/S), 270–275. https://doi.org/10.47689/2181-1415-vol4-iss7/S-pp270-275