THE MAIN REFLECTION PROPERTIES OF A FUNCTION

Authors

  • Alijonov Shohruhbek Akramjon o`g`li Student of the 1st stage of the direction of Mathematics and Informatics of the Andijanov State Pedagogical Institute
  • Yo`ldasheva Gulchehra Xoldorali qizi Student of the 1st stage of the direction of Mathematics and Informatics of the Andijanov State Pedagogical Institute
  • Ismoilova Mohlaroyim Muhammadishoq qizi Student of the 1st stage of the direction of Mathematics and Informatics of the Andijanov State Pedagogical Institute
  • Yuldasheva Muhlisa Bobirjon qizi Student of the 1st stage of the direction of Mathematics and Informatics of the Andijanov State Pedagogical Institute

Keywords:

suppose, s'yurective, injective, biective (mutual one-valued reflection). Let's say we have a set that doesn't have A and B.

Abstract

This article is written as a methodological recommendation for teachers and students. From the main sections of mathematics, information is given about ASL. The main properties of reflection as a result of the study of this topic by the reader his interest in the topic increases. We also tried to show examples of the main properties of this reflection in this article on this topic. The article serves to improve the effectiveness of teaching mathematics.We hope that this article will appeal to you.

References

Tao T. Analysis 1,2. Hindustan Book Agency, India, 2014.

Xudayberganov G., Vorisov A.K., Mansurov X.T., Shoimqulov B.A. Matematik analizdan ma’ruzalar,I-II q. T, “Voris-nashriyot”, 2010.

Shoimqulov B.A., Tuychiyev T.T., Djumaboyev D.X. Matematik analizdan mustaqil ishlar. T. “O’zbekiston faylasuflari milliy jamiyati”, 2008

Фихтенгольц Г.М. Курс дифференциального и интегрального исчисления 1,2,3 т. М. “Физматлит”, 2007

Alimov Sh.O, Ashurov R.R Matematik analiz 1,2,3 q.T. “Mumtoz so’.

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Published

2024-03-16

Issue

Vol. 3 No. 3 (2024): SCMS

Section

Articles

License

Creative Commons License

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

How to Cite

THE MAIN REFLECTION PROPERTIES OF A FUNCTION. (2024). Proceedings of International Conference on Modern Science and Scientific Studies, 3(3), 291-293. https://econferenceseries.com/index.php/icmsss/article/view/4171

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