
NEWTON-LEIBNITZ FORMULA
Ro'ziyev Jamshid Xudoyberdiyevich , The senior teacher of Academic Lyceum No.1 Tashkent State University of EconomicsAbstract
Newton's contribution to the development and development of the sciences of mathematics and geometry is considered significant. In this article, we will analyze another one of Newton's formulas, which provide solutions to many problems with their laws and formulas. This time the Newton-Leibnitz formula will be analyzed in detail.
Keywords
mathematical properties, Newton-Leibnitz formula, fractional numbers, fractions, calculation techniques, etc.
References
Howard Anton, Chris Rorres. Elementary Linear Algebra: Applications Version, 10th. – USA: Lehigh University, John Wiley & Sons, 2010. – 1276 p.
Ion Goian, Raisa Grigor, Vasile Marin, Florentin Smarandache. Algebraic problems and exercises for high school. – USA: The Educational Publisher Columbus, 2015. – 146 p.
Jabborov N.M. Oliy matematika va uning tatbiqlariga doir masalalar to„plami. 1,2-qism. 2014.
Karimov M. Oliy matematika. O„quv qo„llanma (1-qism). – T.: IqtisodMoliya, 2005. – 110 b.
Karimov M. Oliy matematika. O„quv qo„llanma (2-qism). – T.: IqtisodMoliya, 2006. – 125 b.
Konev V.V. Limits of Sequences and Functions. Textbook. The second edition. Tomsk. TPU Press, 2009.
Article Statistics
Downloads
Copyright License

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