MODERN METHODS OF PROOF OF INEQUALITIES
Vol. 2 No. 4 (2020): APRIL
Articles
July 13, 2020
Downloads
The article presents new effective methods of proving inequalities and problems in various mathematical Olympiads on their application. The manual is intended for gifted students of general secondary schools, academic lyceums and vocational colleges, teachers of mathematics and students of pedagogical universities. One of the basic procedures for proving inequalities is to rewrite them as a sum of squares and then according to the most elementary property that the square of real number is non negative to prove a certain inequality
Arslanova Nodira Ikromjon Qizi. (2020). MODERN METHODS OF PROOF OF INEQUALITIES. International Journal on Economics, Finance and Sustainable Development, 2(4), 65–67. https://doi.org/10.31149/ijefsd.v2i4.464
“Inequalites. Theorems, Techniques and Selected problems” (Zdravko Cvetkovski).
“Mental Arithmetics Trics” (Andreas Klein).
“Secrets of mental math” (Arthur Benjamin and Michael Shermer).
Kim Hung, P: “Secrets in Inequalities”, Gil publishing House (2007).
Andreescu, T., Enescu, B.: Mathematical Olympiad Treasures. Birkhäuser, Basel (2003)
Andreescu, T., Cirtoaje, V., Dospinescu, G., Lascu, M. : Old and New Inequalities. Gil Publishing House, Zalau (2004)
“Mental Arithmetics Trics” (Andreas Klein).
“Secrets of mental math” (Arthur Benjamin and Michael Shermer).
Kim Hung, P: “Secrets in Inequalities”, Gil publishing House (2007).
Andreescu, T., Enescu, B.: Mathematical Olympiad Treasures. Birkhäuser, Basel (2003)
Andreescu, T., Cirtoaje, V., Dospinescu, G., Lascu, M. : Old and New Inequalities. Gil Publishing House, Zalau (2004)
2.png)