APPLICATION OF PROGRESSION THEORY WHEN CALCULATING THE LIMIT OF A SEQUENCE OF NUMBERS
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Jura Oramov
Associate Professor of the Department of General Methodological Sciences, University of Economics and Pedagogy, Karshi, Uzbekistan
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The concept of a sequence of numbers, its limit, is one of the most important basic concepts of mathematical analysis. There are many methods for calculating the limit of the sequence of numbers. In this article, the application of progression theory in calculating the limit of a sequence of numbers is investigated on the basis of concrete examples.
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1.Vilenkin N.Ya. et al. Problems in the Course of Mathematical Analysis. Moscow, 1971.
2.Novoselov S.I. Special Course in Elementary Algebra. Moscow, 1962.
3.Azlarov T., Mansurov X. Mathematical Analysis. Tashkent, 1986.
4.Glagolov N.S. et al. Mathematics, Part 1. Tashkent, 1970.
5.Baranov I.A. et al. Mathematics. Tashkent, 1986.
6.Gusev B.A., Mordkovich A.G. Mathematics. Tashkent, 1988.
7.Modenov P.S. Collection of Mathematics Problems. Tashkent, 1956.
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- 2026-05-17
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